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UPTET 2 Complete Package

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UPTET 2 Complete Package

Education world Launched New course for UPTET Exam Preparation. This Course will cover complete syllabus of UPTET. All the Lectures will be hosted by Subject Experts.

  • No Rating
  • (0 Reviews)
  • 5 students enrolled
  • 999,00₹
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Whatlearn

  • उत्तर प्रदेश शिक्षक पात्रता परीक्षा 23 जनवरी 2022 परीक्षा की तैयारी विषय माहिरों के साथ बाल विकास एवं शिक्षाशास्...

CourseContent

7 sections • 231 lectures • 81h 33m total length
Reading Comprehension - Lecture-1
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
25min
Reading Comprehension - Lecture 2
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
25min
Reading Comprehension - Lecture-3
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
25min
Reading Comprehension - Lecture-4
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
25min
Reading Comprehension - Lecture-5
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
25min
Reading Comprehension - Lecture-6
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
25min
Reading Comprehension - Lecture 7
Reading comprehension is an important topic in this exam. It is also known as passage. It requires good Reading skills and in this lecture we will learn how to solve Reading comprehension easily and effectively. Mostly trending topics, articles, story based and theme based passages are used by examiners. Let's learn with the help of sample exercise
16min
Poetry Part 1 - Lecture 8
Poetry is a vast subject which is very ancient type of language. Both poetry and language are fashionably thought to have belonged to ritual in early agricultural societies. As contrary to comprehension, poetry comprises of short phrases/stanzas, that depicts poet's feelings, ideologies and point of view. In TET exams, poetry section is the most important section as it tests candidate's preparation and skillsets. In this section we are going to learn how to read a poem and how to solve it effectively and efficiently. We are going to learn literary terms and poetic devices related to poetry section.
23min
Poetry Part 2 - Lecture 9
Poetry is a vast subject which is very ancient type of language. Both poetry and language are fashionably thought to have belonged to ritual in early agricultural societies. As contrary to comprehension, poetry comprises of short phrases/stanzas, that depicts poet's feelings, ideologies and point of view. In TET exams, poetry section is the most important section as it tests candidate's preparation and skillsets. In this section we are going to learn how to read a poem and how to solve it effectively and efficiently. We are going to learn literary terms and poetic devices related to poetry section.
16min
Poetry Part 3 - Lecture 10
Poetry is a vast subject which is very ancient type of language. Both poetry and language are fashionably thought to have belonged to ritual in early agricultural societies. As contrary to comprehension, poetry comprises of short phrases/stanzas, that depicts poet's feelings, ideologies and point of view. In TET exams, poetry section is the most important section as it tests candidate's preparation and skillsets. In this section we are going to learn how to read a poem and how to solve it effectively and efficiently. We are going to learn literary terms and poetic devices related to poetry section.
17min
MCQs Lecture 11 - Evaluation Of Achievement And Formation Of Questions
In this lecture, we will practice MCQ’s on the Evaluation of achievement and formation of questions. By watching this video, you will learn: Meaning of the achievement of the learner. Factors governing the achievement of learner: Bio-social, Affective and environmental. Evaluate achievement by aligning to learning outcomes. Concept of Diagnostic Tests: Qualities of diagnostic tests: Validity and Reliability. Validity: Content, Criterion and Construct. Reliability: Stability and Alternate form. Types of Assessment Tasks. Formulating Appropriate Questions. Assessing Readiness Levels of Learners: Readiness to Learn. What can be assessed: Readiness, Interest and Learning Profile. Enhancing Learning and Critical Thinking in the classroom. 6 Keys to Critical Thinking. Assessing the achievement of the learner.
13min
Concept of Development and its Relationship with Learning - Lecture 1
In this lecture we will study the concept of Development and its relationship with learning. By watching this video, you will learn: The concept of Development and its features? Types of Development: Physical Development, Cognitive development, Social and Environmental Development, Language Development and Moral Development. Stages of Child Development: Stages of Infancy, Pre-schoolers, School age children and Adolescents. The concept of the Growth and difference between Growth and Development. The factors responsible for the growth and development of the students. The concept of learning and its relationship development.
26min
Principles of Child Development : Lecture 2
In this lecture we will study the Principles of the Child Development. By watching this video, you will learn: The concept of the child development and the elements of the child development. The principal features of the pattern and process of growth and development and the principles of the child development. Concept of Cephalocaudal and Proximodistal Sequence of growth and development. The educational importance of the Principles of Child Development. The factors influencing the Child Development from the ongoing process of birth until reaching the adulthood: Internal factors as well as External factors.
29min
Influence if Heredity and Environment - Lecture 3
In this lecture we will study the Influence of Heredity and Development on the learning process and behavioral tendencies of the child. By watching this video, you will learn: The concept of the Heredity. The principles of Heredity. The role of the heredity and the environment in the growth and development of the child. The physical traits and the mental traits responsible for the growth and development of the child. The laws of the heredity: Like produces like, only certain traits are transformed and convergence of the two lives. Effects of the Heredity on Physical Characteristics, Intelligence and Character. Importance or Significance of Heredity for education and in teaching-learning process. The concept of the environment and the effects of the environment on physical dissimilarities, superiority of races, personality, mental growth and multiple effects on growing children.
19min
Socialisation Process - Lecture 4
In this lecture we will learn the Socialization process and its role in the growth and development of the child. By watching this video, you will learn: Concept of socialization. Theories of Socialization: Looking Glass Self Theory by Charles Horton Cooley, Social Self Theory by George Herbert Mead, Ecological Systems Theory by Bronfenbrenner and Theory of Mind. Relationship between Socialization and Education of the child. Types of Socialization: Primary and Secondary. The factors affecting socialization consisting of Social Interaction, Identification and Language. Stages of the Socialization by Eric Erikson. Agents of Socialization. Role of Play in the Socialisation and the Historical aspects of Play in the Socialisation and social development of children.
27min
Piaget, Kohlberg and Vygotsky - Lecture 5
In this lecture we will learn the Piaget theory of Cognitive Development, Kohlberg Theory of Moral Development and Vygotsky theory of Socio-Cultural Development. By watching this video, you will learn: Piaget’ Theory of Cognitive Development: Schemas; Stages of development: Assimilation, Accommodation and Equilibration or Disequilibration; Stages of Development: Sensori-Motor Stage, Pre-Operational Stage, Concrete operational Stage and Formal Operational Stage. Kohlberg’s theory of Moral development: Levels of Moral development: Pre-Conventional, Conventional and Post-Conventional; Six Stages of Development. Vygotsky’s theory of Socio-Cultural development: Concept of Zone of Proximal development, Private Speech and Make-Believe Play.
20min
Concept of Child Centred and Progressive Education - Lecture 6
In this lecture we will learn the Child-centered Learning and its Characteristics and Progressive Education. By watching this video, you will learn: Concept of Child-Centered Learning and characteristics. Principles of Child-Centered Learning. Concept of Progressive Education and History. Theories of Progressive Education: Locke, Jean Jacques Rousseau’s Theory of Progressive Education, Froebel and John Dewey’s Theory of Progressive Education. Importance of progressive Education. Characteristics and Types of Progressive Education: Humanistic, Constructivist and Montessori School. Differences between Traditional and Progressive Education.
21min
Construct of Intelligence - Lecture 7
In this lecture we will learn the Construct of Intelligence. By watching this video you will learn: Concept of Construct of Intelligence and its three basic functions: Learning, recognizing problems and Solving problems. Uni-Factory theory of Intelligence by Alfred Binet and Terman; Two-factory Theory of ‘g-general factor’ and ‘s-special intelligence’ by Charles Spearman. Seven Primary Mental Abilities Theory by Louis Thurstone. Three stratum Theory or Fluid and Crystallized Intelligence Theory by Raymond Cattell and John Horn.
16min
Multi Dimensional Intelligence - Lecture 8
In this lecture, we will learn the Multiple Intelligence Theory. By watching this video, you will learn: Multiple Intelligence Theory by Howard Gardner consisting of types of Intelligence. Robert Sternberg (Process Oriented Theory) (Triarchic Theory of Intelligence) Construct of Intelligence and Multi-Dimensional Intelligence: Thurstone Group Factor theory given by Psychologist Louis L Thurstone (Nine Primary Abilities). Guilford’s Tri-Dimensional Theory given by JP Guilford. Multiple Factor theory given by Edward Thorndike. Five Mental Abilities Theory given by George Kelly. Features of Intelligence. Measurement of Intelligence Tests: Stanford-Binet Intelligence test and Wechsler Intelligence test.
18min
Language and Thought - Lecture 9
In this lecture, we will learn the concept of Language and Thought. By watching this video, you will learn: Concept of Language and its features. Elements of Language: Phonology, Semantics, Grammar and Pragmatics. Factors affecting language development. Importance of language. Theories of language development: Language Acquisition and environmental Theories by BF Skinner. Nativist theory by Noam Chomsky. Stages of Language Development. Concept of Thought and Features of thought. Language and thought are independent. Sapir-Whorf Hypothesis: Linguistic determinism and Linguistic relativity. Elements of Thoughts: Purpose, question at issue, Information, Interpretation and Inference, Concepts, Assumptions, implications and consequences and point of views.
27min
Gender Issues in Social Construct - Lecture 10
In this lecture, we will learn gender issues in social construct. By watching this video, you will learn: Evolution of Gender as a social construct, Social Construction of Gender. Different types of Gender Roles, Gender Socialisation, Gender Stereotypes, Gender Discrimination. Gender Bias in Schools: Gender biases prevailing in Curriculum and Pedagogy and their effects. Gender Bias in Curriculum. Education as a method for reducing gender bias. How do we avoid Gender Stereotypes in school? Gender Responsive pedagogy.
24min
Individual Differences Among Learners - Lecture 11
In this lecture, we will learn Individual Differences among the learners. By watching this video, you will learn: Meaning of individual learners. Types of Individual Differences: Inherited: Physical, Mental and Temperamental, Acquired: Social, Cultural, Educational and Emotional. Understanding differences: Diversity of language, culture, community and religion, Gender, Family, Emotion, Physical Differences, Attitude, Personality, Aptitude, Intelligence and acquisition of Core skills.
34min
Evaluation of Learning - Lecture 12
In this lecture, we will learn about Evaluation of Learning. By watching this video, you will learn: Concept of Evaluation, Assessment and Measurement Differences between the Evaluation and the Assessment. Methods of Evaluation: Norm referenced evaluation and Criterion referenced evaluation. Necessity of evaluation of education in schools. Types of assessment: Formative assessment and Summative Assessment. Difference between Assessment for Learning and Assessment of Learning and Assessment as Learning. Concept of School based assessment. Continuous and Comprehensive Evaluation: Perspective of Continuous and Comprehensive Evaluation, Scholastic and Co-scholastic domains and actual practice.
22min
Evaluation of Achievement and Formation of Questions - Lecture 13
In this lecture, we will learn about the Evaluation of achievement and formation of questions. By watching this video, you will learn: Meaning of the achievement of the learner. Factors governing the achievement of learner: Bio-social, Affective and environmental. Evaluate achievement by aligning to learning outcomes. Concept of Diagnostic Tests: Qualities of diagnostic tests: Validity and Reliability. Validity: Content, Criterion and Construct. Reliability: Stability and Alternate form. Types of Assessment Tasks. Formulating Appropriate Questions. Assessing Readiness Levels of Learners: Readiness to Learn. What can be assessed: Readiness, Interest and Learning Profile. Enhancing Learning and Critical Thinking in the classroom. 6 Keys to Critical Thinking. Assessing the achievement of the learner.
28min
Inclusive Education and Addressing Children from Diverse Backgrounds - Lecture 14
In this lecture we will learn about Inclusive Education and addressing children from diverse backgrounds. By watching this video, you will learn: Concept of Inclusive education and history of inclusive education in India. Implications of Inclusive Education. Principles of Inclusive Education and purposes and need of inclusive education. Understanding the children with special needs. Learners from diverse backgrounds, Disadvantaged and Deprived Learners. Different types of methods of Inclusion: Improvement of pedagogy and improvement in language in instruction.
18min
Identifying and Addressing Disabled and Learning Disability Children - Lecture 15
In this lecture, we will learn about Identifying and addressing disabled and learning disability children. By watching this video, you will learn: Meaning of disability and kinds of impairments. Methods of identifying and addressing disabled learners: Visually disabled, aurally disabled, physically disabled. Language and other learning disabled: Speaking, Listening, Reading, Writing, Language, Logical and mathematical Ability, motor abilities and intellectually disabled. Different degrees of intellectually disabled: mild, Moderate, severe and Profound. Addressing the intellectual disability.
16min
Identifying and Addressing Talented, Creative and Specially Abled Learners - Lecture 16
In this video, we will learn about Identifying and Addressing the talented, creative and special abled children. By watching this video, you will learn: Introduction of specially abled children. Characteristics of Gifted and Talented learners: indicators of mathematical giftedness and indicators of scientific giftedness. Level of ability of gifted and talented children. Characteristics of creative learners: Suggested by educational psychologist EP Torrance: Fluency, Flexibility, originality and Elaboration. Considerations in identification of gifted, talented and creative learners. Differentiating Model of giftedness and Talent by Gagne. Addressing specially abled learners in an inclusive classroom: Ability grouping, Pedagogy strategies, changing the learning environment, differentiating content, differentiating processes, differentiating products.
20min
Thinking and Learning in Children - Lecture 17
In this video, we will learn about How Children Learn and Think. By watching this video, you will learn: How children think and learn. Basis of Thinking Processes in children: Manifestation, imagination, Concepts, Experience, Interest, Imitation and Logic and Reasoning. Reasoning: Inductive and Deductive. Steps to improve the thinking in the children. Theories of learning in children: Trial and Error theory by Edward Thorndike: Law of readiness, law of Exercise and law of effect. Children’s failure in school. Solutions to tackle with the children in case of failure and how to avoid failure.
18min
Basic Process of Teaching and Learning - Lecture 18
In this video, we will learn about Basic processes of teaching and learning. By watching this video, you will learn: Meaning and the concept of Teaching. Different teaching skills given by different educationists. The process of teaching and learning: Defining the purpose, analyzing the problem, gathering the data, motivation and reinforcement, stimulation and revision and practice. Methods of Teaching and Learning: telling method, project method, visual method and mental method. Strategies of Teaching: Autocratic Teaching strategy: Story telling method, lecture method, demonstration method and tutorial method; Democratic teaching strategy: Discussion method, heuristic method, discovery method, project method, brain storming method and role-playing method. Concept of Micro teaching and process of micro teaching.
23min
Child as a Problem Solver & Scientific Investigator - Lecture 19
In this video, we will learn about Child as a problem solver and as a scientific investigator. By watching this video, you will learn: Concept of problem Solving and its elements: problem, target and steps towards target. Steps to be followed in problem-solving. Types of problems: Ill-structured problem and Well-structured problems. Strategies to be adopted during the classroom for problem solving. Child as a problem solver: Traits to be developed in a child as a problem-solver. Child as a scientific investigator: traits to be developed to make a child as a scientific investigator.
13min
Alternative Conceptions of Learning in Children - Lecture 20
Concept of Learning and its features. Types of Learning: Formal and informal learning. Alternative conceptions of learning: Behaviorist and Cognitive theories of learning. Thorndike’s Theory of trial-and-error learning and educational importance of the theory. Education importance of Classical Conditioning of Experiential learning by Karl Rogers. Classical Conditioning Theory of Pavlov and educational Importance of classical conditioning theory. Conditioning theory of BF Skinner and its educational importance. Insight Theory of Kohler. Lewin’s Field Theory of Learning. Social Learning theory by Bandura and its educational importance. Bloom’s Revised Taxonomy of Cognitive Learning.
34min
Cognition and Emotion - Lecture 21
In this lecture, we will learn about Cognition and Emotion. By watching this video, you will learn: Concept of Cognition and its components: Perception, Attention, Memory, Thought, Language and Learning. Cognitive Development in Children: Four stages of Cognitive development given by Piaget: Sensori-motor stage, pre-operational stage, Concrete Operational Stage and Formal Operational Stage. Concept of Emotions. Nature of Emotions. Types of Emotions. Features of Emotions. Components/ Factors of Emotions: Physical Change, Changes in Behavior and emotional expressions, emotional feelings. Importance of emotions in education.
13min
Motivation and Learning Lecture 22
In this lecture, we will learn about Motivation and Learning. By watching this video, you will learn: Concept of Motivation. Types of Motivation: Positive Motivation and negative Motivation; Intrinsic and Extrinsic Motivation. Characteristics of Motivation. Principles of Motivation in Learning. Maslow’s Hierarchy of Needs: Physiological needs, Security Needs, Social Needs, Self-Esteem Needs and Self-Actualization Needs. Suggestions for application to education. Motivation and Learning. Importance of motivation for teachers. Important suggestions to keep students motivated for learning.
17min
National Curriculum Framework 2005 - Lecture 23
In this lecture, we will learn about National Curriculum framework. By watching this video, you will learn: Introduction to National Curriculum Framework, 2005 What and How to children? Implications of Curriculum and five guiding principles for curriculum development. Areas of national Curriculum Framework: Perspective, learning and Knowledge, Curriculum areas, school stages and assessment and systemic reform. 5 key goals of National Curriculum framework.
14min
MCQs Lecture 1 - Development And Its Relation With Learning
In this lecture we will study the MCQ’s on concept of Development and its relationship with learning. By watching this video, you will learn: The concept of Development and its features. Types of Development: Physical Development, Cognitive development, Social and Environmental Development, Language Development and Moral Development. Stages of Child Development: Stages of Infancy, Pre-schoolers, School age children and Adolescents. The concept of the Growth and difference between Growth and Development. The factors responsible for the growth and development of the students. The concept of learning and its relationship development.
17min
MCQs Lecture 2 - Principles Of Child Development
In this lecture we will study the MCQ’s of Principles of the Child Development. By watching this video, you will learn: The concept of the child development and the elements of the child development. The principal features of the pattern and process of growth and development and the principles of the child development. Concept of Cephalocaudal and Proximodistal Sequence of growth and development. The educational importance of the Principles of Child Development. The factors influencing the Child Development from the ongoing process of birth until reaching the adulthood: Internal factors as well as External factors.
20min
MCQs Lecture 3 - Influence Of Heredity And Environment
In this lecture we will practice MCQ’s on the Influence of Heredity and Development on the learning process and behavioral tendencies of the child. By watching this video, you will learn: The concept of the Heredity. The principles of Heredity. The role of the heredity and the environment in the growth and development of the child. The physical traits and the mental traits responsible for the growth and development of the child. The laws of the heredity: Like produces like, only certain traits are transformed and convergence of the two lives. Effects of the Heredity on Physical Characteristics, Intelligence and Character. Importance or Significance of Heredity for education and in teaching-learning process. The concept of the environment and the effects of the environment on physical dissimilarities, superiority of races, personality, mental growth and multiple effects on growing children.
21min
MCQs Lecture 4 - Socialisation Process
In this lecture we will practice MCQ’s on the Socialization process and its role in the growth and development of the child. By watching this video, you will learn: Concept of socialization. Theories of Socialization: Looking Glass Self Theory by Charles Horton Cooley, Social Self Theory by George Herbert Mead, Ecological Systems Theory by Bronfenbrenner and Theory of Mind. Relationship between Socialization and Education of the child. Types of Socialization: Primary and Secondary. The factors affecting socialization consisting of Social Interaction, Identification and Language. Stages of the Socialization by Eric Erikson. Agents of Socialization. Role of Play in the Socialisation and the Historical aspects of Play in the Socialisation and social development of children.
15min
MCQs Lecture 5 - Piaget, Kohlberg And Vygotsky
In this lecture we will practice MCQ’s on the Piaget theory of Cognitive Development, Kohlberg Theory of Moral Development and Vygotsky theory of Socio-Cultural Development. By watching this video, you will learn: Piaget’ Theory of Cognitive Development: Schemas; Stages of development: Assimilation, Accommodation and Equilibration or Disequilibration; Stages of Development: Sensori-Motor Stage, Pre-Operational Stage, Concrete operational Stage and Formal Operational Stage. Kohlberg’s theory of Moral development: Levels of Moral development: Pre-Conventional, Conventional and Post-Conventional; Six Stages of Development. Vygotsky’s theory of Socio-Cultural development: Concept of Zone of Proximal development, Private Speech and Make-Believe Play.
22min
MCQs Lecture 6 - Child Centered And Progressive Education
In this lecture we will practice MCQ’s on Child-centered Learning and its Characteristics and Progressive Education. By watching this video, you will learn: Concept of Child-Centered Learning and characteristics. Principles of Child-Centered Learning. Concept of Progressive Education and History. Theories of Progressive Education: Locke, Jean Jacques Rousseau’s Theory of Progressive Education, Froebel and John Dewey’s Theory of Progressive Education. Importance of progressive Education. Characteristics and Types of Progressive Education: Humanistic, Constructivist and Montessori School. Differences between Traditional and Progressive Education.
20min
MCQs Lecture 7 - Construct Of Intelligence And Multi-Dimensional Intelligence
In this lecture, we will practice MCQ’s on Construct on Intelligence and Multiple Intelligence Theory. By watching this video, you will learn: MCQ’s on Concept of Intelligence Multiple Intelligence Theory by Howard Gardner consisting of types of Intelligence. Robert Sternberg (Process Oriented Theory) (Triarchic Theory of Intelligence) Construct of Intelligence and Multi-Dimensional Intelligence: Thurstone Group Factor theory given by Psychologist Louis L Thurstone (Nine Primary Abilities). Guilford’s Tri-Dimensional Theory given by JP Guilford. Multiple Factor theory given by Edward Thorndike. Five Mental Abilities Theory given by George Kelly. Features of Intelligence. Measurement of Intelligence Tests: Stanford-Binet Intelligence test and Wechsler Intelligence test.
21min
MCQs Lecture 8 - Language And Thoughts
In this lecture, we will practice MCQ’s on the concept of Language and Thought. By watching this video, you will learn: Concept of Language and its features. Elements of Language: Phonology, Semantics, Grammar and Pragmatics. Factors affecting language development. Importance of language. Theories of language development: Language Acquisition and environmental Theories by BF Skinner. Nativist theory by Noam Chomsky. Stages of Language Development. Concept of Thought and Features of thought. Language and thought are independent. Sapir-Whorf Hypothesis: Linguistic determinism and Linguistic relativity. Elements of Thoughts: Purpose, question at issue, Information, Interpretation and Inference, Concepts, Assumptions, implications and consequences and point of views.
16min
MCQs Lecture 9 - Gender Issues In Social Construct
In this lecture, we will practice MCQ’s on gender issues in social construct. By watching this video, you will learn: Evolution of Gender as a social construct, Social Construction of Gender. Different types of Gender Roles, Gender Socialisation, Gender Stereotypes, Gender Discrimination. Gender Bias in Schools: Gender biases prevailing in Curriculum and Pedagogy and their effects. Gender Bias in Curriculum. Education as a method for reducing gender bias. How do we avoid Gender Stereotypes in school? Gender Responsive pedagogy.
15min
MCQs Lecture 10 - Evaluation Of Learning
In this lecture, we will practice MCQ’s on Evaluation of Learning. By watching this video, you will learn: Concept of Evaluation, Assessment and Measurement Differences between the Evaluation and the Assessment. Methods of Evaluation: Norm referenced evaluation and Criterion referenced evaluation. Necessity of evaluation of education in schools. Types of assessment: Formative assessment and Summative Assessment. Difference between Assessment for Learning and Assessment of Learning and Assessment as Learning. Concept of School based assessment. Continuous and Comprehensive Evaluation: Perspective of Continuous and Comprehensive Evaluation, Scholastic and Co-scholastic domains and actual practice.
15min
MCQs Lecture 12 - Inclusive Education & Addressing Children From Diverse Background
In this lecture we will practice MCQ’s on Inclusive Education and addressing children from diverse backgrounds. By watching this video, you will learn: Concept of Inclusive education and history of inclusive education in India. Implications of Inclusive Education. Principles of Inclusive Education and purposes and need of inclusive education. Understanding the children with special needs. Learners from diverse backgrounds, Disadvantaged and Deprived Learners. Different types of methods of Inclusion: Improvement of pedagogy and improvement in language in instruction.
16min
MCQs Lecture 13 - Identifying And Addressing Disabled And Learning Disability Children
In this lecture, we will practice MCQ’s on Identifying and addressing disabled and learning disability children. By watching this video, you will learn: Meaning of disability and kinds of impairments. Methods of identifying and addressing disabled learners: Visually disabled, aurally disabled, physically disabled. Language and other learning disabled: Speaking, Listening, Reading, Writing, Language, Logical and mathematical Ability, motor abilities and intellectually disabled. Different degrees of intellectually disabled: mild, Moderate, severe and Profound. Addressing the intellectual disability.
16min
MCQs Lecture 14 - Identifying And Addressing The Talented, Creative And Specially Abled Learners
In this video, we will practice MCQ’s on Identifying and Addressing the talented, creative and special abled children. By watching this video, you will learn: Introduction of specially abled children. Characteristics of Gifted and Talented learners: indicators of mathematical giftedness and indicators of scientific giftedness. Level of ability of gifted and talented children. Characteristics of creative learners: Suggested by educational psychologist EP Torrance: Fluency, Flexibility, originality and Elaboration. Considerations in identification of gifted, talented and creative learners. Differentiating Model of giftedness and Talent by Gagne. Addressing specially abled learners in an inclusive classroom: Ability grouping, Pedagogy strategies, changing the learning environment, differentiating content, differentiating processes, differentiating products.
15min
MCQs Lecture 15 - Thinking And Learning In Children
In this video, we will practice MCQ’s on How Children Learn and Think. By watching this video, you will learn: How children think and learn. Basis of Thinking Processes in children: Manifestation, imagination, Concepts, Experience, Interest, Imitation and Logic and Reasoning. Reasoning: Inductive and Deductive. Steps to improve the thinking in the children. Theories of learning in children: Trial and Error theory by Edward Thorndike: Law of readiness, law of Exercise and law of effect. Children’s failure in school. Solutions to tackle with the children in case of failure and how to avoid failure.
18min
MCQs Lecture 16 - Basic Process Of Teaching And Learning
In this video, we will practice MCQ’s on Basic processes of teaching and learning. By watching this video, you will learn: Meaning and the concept of Teaching. Different teaching skills given by different educationists. The process of teaching and learning: Defining the purpose, analyzing the problem, gathering the data, motivation and reinforcement, stimulation and revision and practice. Methods of Teaching and Learning: telling method, project method, visual method and mental method. Strategies of Teaching: Autocratic Teaching strategy: Story telling method, lecture method, demonstration method and tutorial method; Democratic teaching strategy: Discussion method, heuristic method, discovery method, project method, brain storming method and role-playing method. Concept of Micro teaching and process of micro teaching.
16min
MCQs Lecture 17 - Child As A Problem Solver And Scientific Investigator
In this video, we will practice MCQ’s on Child as a problem solver and as a scientific investigator. By watching this video, you will learn: Concept of problem Solving and its elements: problem, target and steps towards target. Steps to be followed in problem-solving. Types of problems: Ill-structured problem and Well-structured problems. Strategies to be adopted during the classroom for problem solving. Child as a problem solver: Traits to be developed in a child as a problem-solver. Child as a scientific investigator: traits to be developed to make a child as a scientific investigator.
10min
MCQs Lecture 18 - Alternative Conceptions Of Learning
In this lecture, we will practice MCQ’s on Alternative Conceptions of Learning in the Children. By watching this video, you will learn: Concept of Learning and its features. Types of Learning: Formal and informal learning. Alternative conceptions of learning: Behaviorist and Cognitive theories of learning. Thorndike’s Theory of trial-and-error learning and educational importance of the theory. Education importance of Classical Conditioning of Experiential learning by Karl Rogers. Classical Conditioning Theory of Pavlov and educational Importance of classical conditioning theory. Conditioning theory of BF Skinner and its educational importance. Insight Theory of Kohler. Lewin’s Field Theory of Learning. Social Learning theory by Bandura and its educational importance. Bloom’s Revised Taxonomy of Cognitive Learning.
11min
MCQs Lecture 19 - Cognition And Emotion
In this lecture, we will practice MCQ’s on Cognition and Emotion. By watching this video, you will learn: Concept of Cognition and its components: Perception, Attention, Memory, Thought, Language and Learning. Cognitive Development in Children: Four stages of Cognitive development given by Piaget: Sensori-motor stage, pre-operational stage, Concrete Operational Stage and Formal Operational Stage. Concept of Emotions. Nature of Emotions. Types of Emotions. Features of Emotions. Components/ Factors of Emotions: Physical Change, Changes in Behavior and emotional expressions, emotional feelings. Importance of emotions in education.
10min
MCQs Lecture 20 - Motivation And Learning
In this lecture, we will practice MCQ’s on Motivation and Learning. By watching this video, you will learn: Concept of Motivation. Types of Motivation: Positive Motivation and negative Motivation; Intrinsic and Extrinsic Motivation. Characteristics of Motivation. Principles of Motivation in Learning. Maslow’s Hierarchy of Needs: Physiological needs, Security Needs, Social Needs, Self-Esteem Needs and Self-Actualization Needs. Suggestions for application to education. Motivation and Learning. Importance of motivation for teachers. Important suggestions to keep students motivated for learning.
13min
MCQs Lecture 21 - National Curriculum Framework 2005
In this lecture, we will practice MCQ’s on National Curriculum framework. By watching this video, you will learn: Introduction to National Curriculum Framework, 2005 What and How to teach children? Implications of Curriculum and five guiding principles for curriculum development. Areas of national Curriculum Framework: Perspective, learning and Knowledge, Curriculum areas, school stages and assessment and systemic reform. 5 key goals of National Curriculum framework.
14min
Stone Age - History of Ancient India - Lecture 1 (History)
Ancient History (stone age) Stone age was covered long time of pre historic period. The early stone age includes most basic tool kits of humans. The early evidence of human beings first found in Africa .According to the discovery of oldest tools, This period is divided into 3 parts : 1. Paleolithic( 5Lac .-10000 bc ) 2. Mesolithic( 10000 bc _7000 bc) . 3. Neolithic(7000 bc _4000 bc ) 4. Chalcolithic age Tool kits used by early man was hand axes ,cleavers, choppers , scrappers and burins etc. 1.Which among the following is the longest period In the human history . 1. Mesolithic age 2. Paleolithic age 3. Neolithic age 4. Chalcolithic age Answer : 2 Description - The time period of Paleolithic age (old stone )is 500000 to 10000 bc.Further it divided into 3 parts . 2. First evidence of early human being in India found at 1. Maharashtra 2. In Bihar 3. Punjab 4. Uttar Pradesh Answer : 1 Description - The recent evidence of human beings in India found in bori Maharashtra. 3. When among the following period Of stone age first witnessed the domestication of animals . 1. Paleolithic age 2. Chalcolithic age 3. Neolithic age 4. Mesolithic age Answer : 4 Description -Dog was the first domestic animal of stone age. 4. Which among the following places has given the earliest evidence of agriculture in the indian continent. 1. Adamgarh 2.Mehargarh 3.Pratapgarh 4.Bori Answer : 2 Description -Mehargarh lies on kachi plain of Baluchistan, pakistan . 5. Bimbarka places are famous for its.... 1. sculptures 2. Agriculture 3. Rock paintings 4. Temples Answer : 3 Description - Hunting and dancing scenes have been seen at this site. 6. The main occupation of stone age 1. Hunting 2. Fishing 3. Agriculture 4. Animal husbandry Answer : 1 Description - Early man is also known as hunters or food gatherer . 7. A person who has not settled home . 1. Iceman 2. Nomad 3.archaeologist 4.None of these Answer -2 Description- Earlier man was nomad. They took shelter in caves and rocks. 8. The periods of pre history age 1.Stone age 2. Bronze age 3 . Iron age 4. all the above Answer :4 Description - pre- history refers to the period of time before civilisation and writing . 9. Discovery of fire .. 1. Paleolithic age 2. Mesolithic age 3. Neolithic age 4. None of these Answer : 1 Description - Our ancestors invent the fire in lower palaeolithic age . 10. From where the evidence of paleolithic, Mesolithic and Neolithic found in sequence ? 1. The narmada valley 2. Krishna valley 3. Tugbhadra velly 4. Balen velly Answer : 4 Description -Balan valley is present in uttar pradesh .
30min
Indus Valley Civilization Part 1 - Lecture 2 (History)
The Indus Valley Civilization (also known as the Harappan Civilization) was a Bronze Age society located in modern Pakistan, was one of the world’s three earliest widespread societies along with Ancient Egypt and Mesopotamia. Harappa and Mohenjo-daro were thought to be the two great cities of the Indus Valley
17min
Arts of Indus Valley Civilization Part 2 - Lecture 3 (History)
The forms of art found from various sites of civilisation include sculptures, seals, pottery, gold ornaments, terracotta figures, etc. Their delineation of human and animal figures was highly realistic in nature. Materials used: Stone, Bronze, Terracotta, Clay etc. Modelling of figures was done in an extremely careful manner.
21min
Vedic Literature - Lecture 4 (History)
The Vedic literature consists of four Vedas, namely: Rig Veda, Sama Veda, Yajur Veda, and Atharva Veda. It is the oldest scriptures of Hinduism and the oldest layer of Sanskrit literature. Types of Vedic Literature: 1.Shruti Literature – means ‘to hear’ 2.Smriti Literature - means to be remembered
20min
Buddhism - Lecture 5(History)
Buddhism is one of the world's largest religions.It originated in India in 563–483 B.C.E. with Siddhartha Gautama, and over the next millennia it spread across Asia and the rest of the world. Buddhists believe that human life is a cycle of suffering and rebirth, but that if one achieves a state of enlightenment also called Nirvan.
17min
Jainism - Lecture 6(History)
Jainism traces its spiritual ideas and history through a succession of twenty-four leaders or Tirthankaras.The twenty-fourth tirthankara, Mahavira around 600 BCE.It has two major ancient sub-traditions, Digambaras and Svetambaras, with different views on ascetic practices.The three main pillars of Jainism are ahimsa, anekantavada, and aparigraha.
17min
Magdha Empire Pre Mauryan Age - Lecture 7(History)
Pre Mauryan Age The material advantages brought about by the use of the iron implements in Eastern UP and Bihar in 6th century BC helped in the formation of large territorial states. Use of iron tools in agriculture produced surplus. Thus, many Janapadas sprung up in 6th century BC, the larger of which were called Mahajanapadas.
20min
Mauryan Empire (History) - Lecture 8(History)
The Mauryan Dynasty Origin Mudraraksha- Vrishal/Kulhina (of low clan). Buddhist tradition as- Kshatriya Puranas -Moriya clan (low caste) Junagarh rock inscription of Rudradaman (AD 150)- Vaishya origin.
19min
North Indian Dynasties (History) - Lecture 9(History)
In the south the Satavahana Empire appeared with their specific coinage. The unified coinage, made of punch-marked coins, also broke up. Main Dynasties of post Mauryan age : Sunga dynasty Kanwa dynasty Satvahan Dynasty Central Asian dynasties
11min
Gupta Age (History) - Lecture 10(History)
The Age of Gupta The fall of Kushana empire towards the middle of AD third century led to the establishment of the Empire of Guptas Their period is generally regarded as the golden age of Hinduism. Guptas belonged to the Vaishya caste. Sri Gupta was the founder of Gupta dynasty. Sri Gupta was followed by his son Ghatotkacha and he was followed by son Chandragupta. Both used the simple title of Maharaja.
27min
Gupta Age (History) - Lecture 10(History)
The Age of Gupta The fall of Kushana empire towards the middle of AD third century led to the establishment of the Empire of Guptas Their period is generally regarded as the golden age of Hinduism. Guptas belonged to the Vaishya caste. Sri Gupta was the founder of Gupta dynasty. Sri Gupta was followed by his son Ghatotkacha and he was followed by son Chandragupta. Both used the simple title of Maharaja.
27min
Harsha Vardhan Dynasties (History) - Lecture 11(History)
Harsha and His Times Pushyabhuti/Vardhana Dynasty Harsha belonged to Pushyabhuti dynasty, which ruled from Thaneswar. Pushyabhuti were feudatories of Guptas, but had assumed independence after Hunas invasion. Prabhakar Vardhana (AD 580-605) was its first important ruler succeeded by Rajyavardhan (AD 605-606).
14min
Kingdoms of North (History) - Lecture 12(History)
Kingdoms of the North (AD 800-1200) The post Gupta age in Northern India was mainly an age of small kingdoms. There were three large kingdoms in the period (AD 750 to 1000) the Palas, the Pratiharas and the Rashtrakutas, which continually fought each-other and tried to gain control over Northern India.
12min
Delhi Sultanate (History) - Lecture 13(History)
The Delhi Sultanate refers to the five short-lived Muslim kingdoms of Turkic and Pashtun (Afghan) origin that ruled the territory of Delhi between 1206 and 1526 CE. Slave dynasty (1206-90 AD) Khilji dynsty (1290-1320AD) Tuglaq dynasty (1320-1414AD) Lodi dynasty (1451-1526AD)
26min
Religious Movement & Bhakti Movement (History) - Lecture 14(History)
Religious Movement Bhakti Movement The Bhakti movement which stressed mystical union of the individual with God had been initiated in South India by popular saint poets called Alvars who represented emotional side of Vaishnavism through collective songs called Prabandhas.
13min
Mughal Empire (History) - Lecture 15(History)
The Mughal emperors built and ruled the Mughal Empire on the Indian subcontinent, mainly corresponding to the modern countries of India, Pakistan, Afghanistan and Bangladesh. The Mughals began to rule parts of India from 1526, and by 1700 .Babar was the founder of mughal empire in india .
20min
Shiva Ji (History) - Lecture 16 (History)
Chhatrapati Shivaji, was an Indian ruler and a member of the Bhonsle Maratha clan.Over the course of his life, Shivaji engaged in both alliances and hostilities with the Mughal Empire, the Sultanate of Golkonda, Sultanate of Bijapur and the Portuguese colonial power.
13min
Geography of India (Geography) - Lecture 1
Geography of india Longitude and latitude of india /Tropic of cancer states/Physical features of india/ Himalaya/Plaines of india /Peninsular plateau of india /Coastal plains of india /location of India geographical facts of India/ map of india with sources/islands of India/Thar desert/Geographical regions of india /Size of india /Neighbouring countries of india
48min
Layers Of Atmosphere (Geography) - Lecture 2
The layers of atmosphere The composition and characteristics of the atmosphere Of the earth vary with height from the surface . Temperature pressure and intensity of the most important characteristics of the atmosphere that vary with altitude .On the basis of the thermal and other characteristics the atmosphere can be divided into a number of almost concentric layers . In general the atmosphere can be divided into a total of 5 layers Trick to learn layers ET m(o)st - E - Exosphere T - Thermosphere m - mesosphere o - Ozone sphere (not layer ) s - Stratosphere t - Troposphere these are five layers.
22min
Geographical Terms (Geography) - Lecture 3
Geographical terms In geography we learn about origin of universe ,mountains ,lakes ,rivers ,glaciers In this chapter we learnt about so many geographical terms like apogee perigee aphilian perihelion So here are some mcq related this chapter
20min
Lakes of India (Geography) - Lecture 4
Description Lakes of india- In this lecture we are going to learn the lakes of india in very entertaining manner .With these tricks you can easily learn all the lakes of india .In this lecture we learn the lakes with their states .
13min
Solar System (Geography) - Lecture 5
Solar system The solar system comprises the sun, 8 planets their moon and other non stellar objects . The sun is at the centre of the solar system and all the planets rolled around it in elliptical orbit . The sun is the nearest star to the earth .The plants are classified in 2 types inner planets and outer plants .Mercury, venus ,earth ,mars are the inner planets . Jupiter ,saturn ,uranus, neptune or outer planets .
32min
Oceans (Geography) - Lecture 6
Description Oceans of the world - In this lecture will learn all the details of oceans of the world . With the trick we can learn the oceans according to their size . There are 5 oceans in the world Pacific ocean ,Atlantic ocean, Indian ocean ,Southern ocean ,Arctic ocean
10min
Dams of India (Geography) - Lecture 7
Dams of india Description - In this lecture we will learn The concept of the dams of india with tricks . The location of dam is very important topic So with the tricks we will learn the river and the state of a dam .
11min
International Boundaries (Geography) - Lecture 8
International boundaries Description - In this lecture we will learn international boundaries with very interesting tricks .It national boundaries are very important topic .With the help of tricks we can learn easily these international boundaries .
12min
Universe (Geography) - Lecture 9
The universe discription -The universe (Latin: universus) is all of space and time and their contents, including planets, stars, galaxies, and all other forms of matter and energy. The Big Bang theory is the prevailing cosmological description of the development of the universe.
15min
Eclipses (Geography) - Lecture10
The eclipse Description -Sometimes when the Moon orbits Earth, the Moon moves between the Sun and Earth. When this happens, the Moon blocks the light of the Sun from reaching Earth. This causes an eclipse of the Sun, or a solar eclipse. During a solar eclipse, the Moon casts a shadow onto Earth.
16min
Structure of Earth (Geography) - Lecture 11
Structure of earth Description -Earth's interior is generally divided into three major layers: the crust, the mantle, and the core.
11min
Earthquake (Geography) - Lecture 12
An earthquake Description -An earthquake (also known as a quake, tremor or temblor) is the shaking of the surface of the Earth resulting from a sudden release of energy in the Earth's lithosphere that creates seismic waves.
16min
Volcanism (Geography) - Lecture 13
A volcano description - A volcano is an opening in Earth’s crust that allows molten rock from beneath the crust to reach the surface. This molten rock is called magma when it is beneath the surface and lava when it erupts or flows from a volcano.
15min
Rocks and Their Types (Geography) - Lecture 14
Rocks and their types There are three kinds of rock.Rocks are usually grouped into three main groups: igneous rocks, sedimentary rocks and metamorphic rocks. Igneous rocks are formed when magma cools in the Earth's crust, or lava cools on the ground surface or the seabed.
14min
Winds (Geography) - Lecture 15
Winds Wind is the movement of air, caused by the uneven heating of the Earth by the sun and the Earth's own rotation. There are 3 types of winds- trade winds ,westerlies, easterlies
18min
Cyclone (Geography) - Lecture 16
Cyclones In meteorology, a cyclone is a large scale air mass that rotates around a strong center of low atmospheric pressure, counterclockwise in the Northern Hemisphere and clockwise in the Southern Hemisphere .
19min
Ocean Currents (Geography) - Lecture 17
Oceans of the world The ocean (also the sea or the world ocean) is the body of salt water that covers approximately 70.8% of the surface of Earth and contains 97% of Earth's water.[1] Another definition is "any of the large bodies of water into which the great ocean is divided".[2] Separate names are used to identify five different areas of the ocean.
15min
Sikhs Guru (History) - Lecture 17
Sikh in Punjabi means “learner,” and those who joined the Sikh community or Panth were people who sought spiritual guidance. Sikhs claim that their tradition has always been separate from Hinduism. All 10 human Gurus, Sikhs believe, were inhabited by a single spirit. Upon the death of the 10th, Guru Gobind Singh (1666–1708), the spirit of the eternal Guru transferred itself to the sacred scripture of Sikhism, Guru Granth Sahib.
15min
Advent of Europeans & Independent States (History) - Lecture 18
It was the Portuguese who first discovered a direct sea route to India. Portuguese sailor Vasco da Gama arrived at Calicut .Trading rivalries among the seafaring European powers brought other European powers to India. The Dutch Republic, England, France, and Denmark-Norway all established trading posts in India in the early 17th century.
18min
Revolt of 1857 (History) - Lecture 19
The Indian Mutiny of 1857-59 was a widespread but unsuccessful rebellion against the rule of British East India Company in India which functioned as a sovereign power on behalf of the British crown.The revolt is known by several names: the Sepoy Mutiny (by the British Historians), the Indian Mutiny, the Great Rebellion (by the Indian Historians), the Revolt of 1857, the Indian Insurrection, and the First War of Independence (by Vinayak Damodar Savarkar).
10min
Governor General of India (History) - Lecture 20
When East India Company came to India, it controlled Bengal through a post named as "Governor of Bengal"The first Governor of Bengal was Robert Clive.After the revolt of 1857, the company rule was abolished and India came under the direct control of the British crown.
13min
Social and Cultural Uprisings (History) - Lecture 21
Social and Religious Reform Movement Social Reform Movement are linked with different ideas including presence of Colonial government, Economic and Social backwardness of society, influence of modern western ideas, rise of intellectual awakening in the middle class and poor position of women in society. British rule in India acted as a catalyst to deep seated social changes. Western culture also influenced the Indian Life and thought in several ways. The most important result of the impact of western culture was the replacement of blind faith in current traditions, beliefs, and conventions by a spirit of rationalism.
13min
Important National Activities (History) - Lecture 22
The Indian independence movement was a series of historic events with the ultimate aim of ending British rule in India. The first nationalistic revolutionary movement for Indian independence emerged from Bengal. It later took root in the newly formed Indian National Congress with prominent moderate.
18min
Second World War and the National Movements (History) - Lecture 23
Lord Linlithgow declared India to be at war without the prior assent of the Central Legislature. The Congress Ministry resigned in the wake of the war. Congress agreed to support Britain only in returns of independence being granted. The viceroy could promise this only after the war. In October-November 1939, the Congress Ministries resigned in protest. The Muslim League observed this as the Deliverence Day .
11min
Indian Polity - Lecture 1
In this lecture on Indian Polity, we will learn about the Constitutional History of India along with the Wavell Plane, interim government, Framing of the Constitution, members of constituent assembly and borrowed features of the Constitution of India. It is very important topic for the Central Government exams and State Government exams.
19min
Indian Polity - Lecture 2
It is the second lecture on Indian Polity. In this lecture, we will learn about The Preamble, Characteristics of Indian Constitution along with Unitary Constitution features and Federal Constitution features. This topic is very important for the Central Government Exams and State Government Exams.
11min
Indian Polity -Lecture 3
It is the third lecture on Indian Polity in which we will learn about the National Symbols i.e. National Flag, National Emblem, National Anthem, National Song, National Calendar, National Animal, National Bird, National Tree, National Aquatic Animal, National River, National Fruit, National Flower, National Heritage Animal and National Reptile. It is an important topic for the Central Government exams and State Government exams.
9min
Indian Polity - lecture 4
In this fourth lecture on Indian Polity, we will study about the schedules of Indian Constitution. Indian Constitution has 12 schedules. In this lecture, we will study in detail about the First schedule, Second schedule, Third schedule, Fourth schedule, Fifth schedule, Sixth schedule and Seventh schedule. The Schedules of Indian Constitutions are very important for the Central Government exams and State Government exams.
7min
indian polity - Lecture 5
Indian polity is very important and vast topic. This is the fifth lecture on Indian Polity, in which we will learn about the Eighth schedule, Ninth schedule, Tenth schedule, Eleventh schedule and Twelfth schedule of Indian Constitution. These schedules are very important for all central government and state government exams.
8min
indian polity - Lecture 6
Indian Polity is a major topic for all the Central Government exams and State Government exams. In this sixth lecture of Indian Polity, we will study about the Articles of the Constitution of India. This lecture will cover the Part 1 which includes the Articles 1 to 4 and Part 2 which include the Articles 5 to 11.
8min
indian polity - Lecture 7
In this seventh lecture on Indian Polity, we will learn about the Part 3 of Indian constitution. This lecture will cover the Articles from 14 to 24 which are related to the different rights of citizens of India. This topic is very important for the preparation of all Central Government exams and State Government exams.
9min
Indian polity - Lecture 8
This is the Eighth lecture on Indian Polity in which we will study about the Articles of Indian Constitution from Article 25 to Article 32. These articles cover the different rights of Indian Citizens which are very important to be studied for the preparation of different government exams of Central and State level.
8min
Indain Polity - Lecture 9
Indian Polity is a very important topic to cover while preparing for any State Government and Central Government exam. In the Ninth lecture on Indian Polity, we will study about the Part 6 of articles of constitution which includes Article 36 to Articles 51. We will also discuss about the difference between the Fundamental Rights and Directive Principles.
13min
Indian Polity - Lecture 10
included in Part 4 (A). Fundamental duties are important part of Constitution of India. It is also very important topic In this lecture on Indian Polity, we will learn about the Fundamental Duties of citizens of India which are for the exams of Center level and State level.
9min
Indian Polity - Lecture 11
This is the 11th lecture on Indian Polity in which we will study about the Part 5 of Indian Constitution in which we will study about the Union Government and the President. We will also learn about the power qualifications required, the election process and terms of office of the President. Indian Polity is an important subject for the preparation of State Government exams and Central Government exams.
18min
Indian Polity- Lecture12
In this lecture of Indian Polity, we will study about the Powers and Functions of President which will include Executive Powers, Legislative Powers, Judicial Powers, Diplomatic Powers, Military powers and Emergency Powers. We will also discuss about some important facts about the Presidents of India. This lecture is very helpful while preparing for the State Government exam and Central Government exams.
13min
Indian Polity - Lecture 13
Indian Polity is a very vast and important topic to be covered while preparing for UPSC, SSC, CDS, NDA, CTET, PTET and many other state government and Central government exams. In this lecture, we will learn about The Vice-President, Qualifications needed to be Vice-President, Term and removal of Vice-President. We will also learn about The Prime Minister. These topics are important for every competitive exam.
14min
Indian Polity - Lecture 14
Indian Polity is very important subject to study while preparing for UPSC, CDS, NDA, SSC, TET and IAS exams. In this lecture, we will study about the Parliament and of its two houses i.e. Rajya Sabha, the members of Rajya Sabha, Speaker and the powers and functions of Speaker. We will also discuss about the important facts regarding Lok Sabha.
13min
Indian Polity - Lecture 15
In lecture 15 on Indian Polity, we will learn about the special powers of Lok Sabha and its members of different states. We will also study in detail about the Rajya sabha and its special powers. Indian Polity is a major subject for civil services exams and also for SSC and TET. So, topic is important for the preparation of civil service exams and any state or central government exams.
114min
Indian Polity - Lecture 16
In this lecture, we will study in depth about the different sessions of Parliament. We will discuss about the different times when the sessions are conducted. This lecture will also include the detailed study of proceedings of the Parliament and the conduct of Business in the Parliament. It is very important topic for the preparation of UPSC and other civil services exams and also for the Teaching Eligibility Exam.
11min
Indian Polity - Lecture 17
Indian Polity is the study of the constitution of India which is an important part to be studied while preparing for any of the State government exams and Central government exams. In this lecture of Indian Polity, we will briefly study about the different accounts of government i.e. Consolidated fund, Contingency Fund and Public account. Along with this, we will also study about the states and state Executive under Part 6 of Articles of Constitution.
11min
Indian Polity - Lecture 18
In this lecture, we will study in detail about the Legislative powers, Financial Powers, Judicial Powers, emergency powers and other important powers of Governor. Also, we will study about the Chief Minister along with Legislative Council and Legislative Assembly. This lecture will help you to learn about the strengths and term of Legislative Assembly and Legislative Council.
15min
Indian Polity - Lecture 19
Indian Polity is a very important topic to be studied while preparing for TET, UPSC, SSC or any other State or Central government exam. In this lecture on Indian Polity, we will study about the judicial system, in which we will discuss in brief about the Supreme Court, its judges, their salary and tenure and also about Jurisdictions of the court.
10min
Indian Polity - Lecture 20
In the 20th lecture on Indian Polity, we will learn about the Jurisdictions of Supreme Court such as advisory jurisdiction, Appellate Jurisdiction, Revisory Jurisdiction, Election Jurisdiction and Court of Record. We will also study about the High Courts and Appointment, term and removal of Chief Justice and Judges and Jurisdiction of High Court. All these topics are very important in term of preparation of State Government exams and Central Government Exams.
10min
Indian polity - Lecture 21
In this lecture on Indian Polity, we will learn in details about the Finance Commission, its Composition and Functions; Attorney General and Comptroller & Auditor General of India. These topics are covered under Article 280 of Indian Constitution. These topics are very important to be studied while preparing for TET, UPSC and other competitive exams.
7min
Indian Polity - Lecture 22
Part IX (Article 243) is an important Article of Indian Constitution. It deals with the Panchayats and Municipalities. In this lecture, we will learn about the Panchayats and Municipalities in brief along with the election process and duration. It is very important for the preparation of state government exams as well as Central government exams.
8min
Indian Polity - Lecture 23
In the 23rd lecture of Indian polity, we will learn about the Articles from 308 to 329, the segments they deal with and the details of those departments. These Articles are some of the major Articles that are very important with respect to the preparation of TET, UPSC and Civil Services exams.
7min
Indian Polity - Lecture 24
In this lecture on Indian Polity we will study about the Articles from 352 to 360 i.e. how emergencies are invoked in India. We will also discuss the major amendments done in the Indian Constitution from time to time for development of society. These amendments are very important as it also covers the major part of Political issues and Current affair section for many State and Central Government Exams.
20min
Indian Polity - Lecture 24
In this lecture on Indian Polity we will study about the Articles from 352 to 360 i.e. how emergencies are invoked in India. We will also discuss the major amendments done in the Indian Constitution from time to time for development of society. These amendments are very important as it also covers the major part of Political issues and Current affair section for many State and Central Government Exams.
20min
SST Pedagogy - Lecture 1
28min
Number System Part 1 (Maths) - Lecture 1
System to deal with different types of numbers is termed as "number System'. Number System is amongst the most important Chapter in whole PSTET Syllabus. The students are advised to go through this chapter with utmost care, understanding each and every question based on this topic. It would be good idea to first go through the basic definitions of all types of numbers. Type of numbers Real Numbers -Those numbers which either rational or irrational are known as real numbers eg, 1, -7, √3, π,e etc. It is denoted by R. Real numbers are further classified in two ways, which are follows Rational numbers Numbers which are expressed in the form of p/q, where p , q are integers and q≠0 e.g. 2, 3/7, -3. etc. It is denoted by Q Irrationals numbers Those numbers which cannot be expressed in the form of p/q where p,q are integers and q≠0 are known as irrational numbers e.g. √3, π,e etc. It is denoted by R-Q Natural numbers Counting numbers starting from 1 are called natural numbers . it is denoted by N N={1,2,3……………} Whole numbers Set of natural numbers containing ‘0’ form the set of whole numbers . it is denoted by W Integers The set of all whole numbers along with their negative numbers are integers . it is denoted by I OR Z I = {………..-4,-3,-2,-1,0,1,2,3,4…….}
42min
Number System Part 2 (Maths) - Lecture 2
System to deal with different types of numbers is termed as "number System'. Number System is amongst the most important Chapter in whole PSTET Syllabus. The students are advised to go through this chapter with utmost care, understanding each and every question based on this topic. It would be good idea to first go through the basic definitions of all types of numbers. Type of numbers Real Numbers -Those numbers which either rational or irrational are known as real numbers eg, 1, -7, √3, π,e etc. It is denoted by R. Real numbers are further classified in two ways, which are follows Rational numbers Numbers which are expressed in the form of p/q, where p , q are integers and q≠0 e.g. 2, 3/7, -3. etc. It is denoted by Q Irrationals numbers Those numbers which cannot be expressed in the form of p/q where p,q are integers and q≠0 are known as irrational numbers e.g. √3, π,e etc. It is denoted by R-Q Natural numbers Counting numbers starting from 1 are called natural numbers . it is denoted by N N={1,2,3……………} Whole numbers Set of natural numbers containing ‘0’ form the set of whole numbers . it is denoted by W Integers The set of all whole numbers along with their negative numbers are integers . it is denoted by I OR Z I = {………..-4,-3,-2,-1,0,1,2,3,4…….}
25min
HCF & LCM (Maths) - Lecture 3
LCM and HCF LEAST COMMON MULTIPLE (LCM)  COMMON MULTIPLE :- A common multiple of two numbers is a number which is exactly divisible by each of given numbers . e.g. 45 is a common multiple of 3,5,9,15  LEAST COMMON MULTIPLE :- The least common multiple of two or given numbers is the least number which is exactly divisible by each one of them . e.g.12 is common multiple of 2,3,4 & 24 is also common multiple of 2,3,4 but 12 is LCM of 2,3,4 HIGHEST COMMON FACTOR (HCF) Highest common factor is also known as greatest common divisor (GCD)  COMMON FACTOR :- A common factor of two or more numbers is a number which divides each of them exactly . e.g. 3 is a common factor of 3,12,18  Highest common factor (HCF):-The highest common factor of two or more numbers is the greatest number which divides each of them exactly e.g. HCF of the numbers 24 and 36 is 12 Basically there are two methods of finding the HCF (i) FACTOR METHOD (ii) DIVISION METHOD
48min
Fractions Part 1 (Maths) - Lecture 4
A fraction is a number representing a part of a whole. This whole may be a single object or a group of objects. • A fraction whose numerator is less than the denominator is called a proper fraction(eg. ¾, 5/7) otherwise it is called an improper fraction (6/4, 5/3) • Numbers of the type 3 1/2 , 8 1/7 etc. are called mixed fractions (numbers). • An improper fraction can be converted into a mixed fraction and vice versa. • Fractions equivalent to a given fraction can be obtained by multiplying or dividing its numerator and denominator by a nonzero number. • A fraction in which there is no common factor, except 1, in its numerator and denominator is called a fraction in the simplest or lowest form. • Fractions with same denominators are called like fractions and if the denominators are different, then they are called unlike fractions. • Fractions can be compared by converting them into like fractions and then arranging them in ascending or descending order. • Addition (or subtraction) of like fractions can be done by adding (or subtracting) their numerators. • Fractions with denominators 10,100, etc. can be written in a form, using a decimal point, called decimal numbers or decimals. Addition (or subtraction) of unlike fractions can be done by converting them into like fractions. • Place value of the place immediately after the decimal point (i.e. tenth place) is 1/10 , that of next place (i.e. hundredths place) is 1/100 and so on. Decimal numbers can be compared using the idea of place value and then can be arranged in ascending or descending order. • Decimals can be added (or subtracted) by writing them with equal number of decimal places. • Many daily life problems can be solved by converting different units of measurements such as money, length, weight, etc. in the decimal form and then adding (or subtracting) them
29min
Fraction Part 2 (Maths) - Lecture 5
A fraction is a number representing a part of a whole. This whole may be a single object or a group of objects. • A fraction whose numerator is less than the denominator is called a proper fraction(eg. ¾, 5/7) otherwise it is called an improper fraction (6/4, 5/3) • Numbers of the type 3 1/2 , 8 1/7 etc. are called mixed fractions (numbers). • An improper fraction can be converted into a mixed fraction and vice versa. • Fractions equivalent to a given fraction can be obtained by multiplying or dividing its numerator and denominator by a nonzero number. • A fraction in which there is no common factor, except 1, in its numerator and denominator is called a fraction in the simplest or lowest form. • Fractions with same denominators are called like fractions and if the denominators are different, then they are called unlike fractions. • Fractions can be compared by converting them into like fractions and then arranging them in ascending or descending order. • Addition (or subtraction) of like fractions can be done by adding (or subtracting) their numerators. • Fractions with denominators 10,100, etc. can be written in a form, using a decimal point, called decimal numbers or decimals. Addition (or subtraction) of unlike fractions can be done by converting them into like fractions. • Place value of the place immediately after the decimal point (i.e. tenth place) is 1/10 , that of next place (i.e. hundredths place) is 1/100 and so on. Decimal numbers can be compared using the idea of place value and then can be arranged in ascending or descending order. • Decimals can be added (or subtracted) by writing them with equal number of decimal places. • Many daily life problems can be solved by converting different units of measurements such as money, length, weight, etc. in the decimal form and then adding (or subtracting) them
29min
Fractions And Decimals (Maths) - Lecture 6
It is a way to represent the parts of a whole numbers. A number of the from of x/y where y≠0 is known as fraction. Here x and y are respectively known as numerator and denominator of fraction. Fraction = Numerator/Denominator N/D The numerator represents a no. of equal parts and denominator which cannot be zero indicates how many of those parts make up a unit or whole. e.g., In 3/4 the numerator 3 tell us that the fraction represents 3 equal parts and the denominator, 4’ tell us that 4 parts make up a whole. Types of fraction Proper fraction:- when numerator is less than denominator ,then fraction is called a proper fraction. E.g., 1/2, 15/17, 21/47 etc. Improper fraction :-when numerator is greater than denominator , then fraction is called a improper fraction. E.g., 17/15, 47/21, 3/2 etc. 3. Mixed fraction :- Those fraction which are formed by using integer and proper fraction are known as mixed fractions . E.g.,3_4^1 , 7_2^1 etc. Every mixed fractions can be expressed as improper fractions and vice-versa .e.g., 7_2^1= 15/2
45min
Square Roots and Cube Roots Part 1 (Maths) - Lecture 7
Square Root:- The square root of a given number is the number which when multiplied by itself gives the given number i.e., the square root of 400 is 20, the square root of 625 is 25 The square root of a number is denoted by the symbol (√), which is called the radical sign. Methods to Find the Square Root of an Integer: Following two methods are used to find the square root of an integer. These are: By the method of Prime Factor. By the method of Long Division Cube Root: The cube root of a given number is the number which when multiplied thrice itself gives the given number i.e. the cube root of 64 is 4. The cube root of a number is denoted by the symbol (∛). which is called the radical sign.
40min
Square Roots & Cube Roots Part 2 (Maths) - Lecture 8
Square Root:- The square root of a given number is the number which when multiplied by itself gives the given number i.e., the square root of 400 is 20, the square root of 625 is 25 The square root of a number is denoted by the symbol (√), which is called the radical sign. Methods to Find the Square Root of an Integer: Following two methods are used to find the square root of an integer. These are: By the method of Prime Factor. By the method of Long Division Cube Root: The cube root of a given number is the number which when multiplied thrice itself gives the given number i.e. the cube root of 64 is 4. The cube root of a number is denoted by the symbol (∛). which is called the radical sign.
20min
Surds & Indices (Maths) - Lecture 9
Surds and Indices:- Surds are the roots of those quantities which cannot be exactly obtained. e.g., √(3,) √(11,) √(2&5), a+√(5,) √(b^3 ) etc. Rules of surds √(m&a) = a1/m √(m&a) b= √(m&a)×√(m&b) √(m&a/b) =√(m&a) /√(m&b) (√(m&a))n = an/m Indices or Exponents:- When a number A is multiplied by itself n times then the product is called the nth power of A and is written as A^n here A is called the base and n is known as the index of the power. A^M×A^n=A^(M+n) A^M/A^n = A^(M-n) (A^m )^n=A^mn A^(-n) = 1/A^n (AB)^n = A^n B^n A^0= 1 (A/B)^n=A^n/B^n Rationalization:- If a number is given in the form of 1/(√a+ √b) we multiply by its rationalization factor √a- √b in both the numerator and denominator. If a number is given in the form of 1/(√a- √b) we multiply by its rationalization factor √a+√b in both the numerator and denominator.
43min
Introduction of Algebra Part 1 (Maths) - Lecture 10
Algebraic Expression : A combination of constants and variables connected by arithmetic operators (+,−, × & ÷) is known as algebraic expression. E.g. 6x-3 + xy-1 , , 2x +3 , ax +b Polynomial : The algebraic expression which have whole numbers as the exponents of the variable are called polynomial. E.g. 2x+ 1, 3y2−1, q30 + 3, 5x2y- y3 (i) p(x) = 4- 3x3 +6x is a polynomial in variable x. (ii) p(y) = ay4 - b y3 y is a polynomial in variable y. all of the above are called polynomials BASED ON NUMBER OF TERMS i. Monomial: A Polynomials having only 1 term are called monomials. (‘Mono’ means ‘one’) -4x, 4x3,- 5x2, -y, t2 ,-6 ii. Binomial: A polynomial of 2 terms is called binomial. p(x) = 2x+ 1, q(x) = x3-3, r(q) = q30 + 3 iii. Trinomial: A polynomial of 3 terms is called a trinomial. p(x) = ax + x3 – 3 q(x) = 4-x + x2 BASED ON DEGREE :- Degree of Polynomials : The highest power of variable in a polynomial is known as it degree. For example : (a) p(y) = 2y2 - 3y + 7 is a polynomial in the variable y of degree 2. (b) q(x) = + 13x4 + 5x6 is a polynomial in variable x of degree 6. (c) p(xy) = 4x2y3 + 5xy2 + 3xy- 6y+ 8 (2+3) (1+2) (1+1) (1) (0) Sum the powers of the variables in each term and highest sum obtained that is degree of polynomial. Here degree of polynomial is 5 Remark : it is used for polynomial in two variables. BASED ON DEGREE :- (i) Constant Polynomial: A polynomial of degree zero is called a constant polynomial. Ex. -4, 7, and (ii) Linear Polynomial: A polynomial of degree 1 is called a linear polynomial. Ex. p(x) = 3x – 5 , r(y) = 2y (iii) Quadratic Polynomial: A polynomial of degree 2 is called a quadratic polynomial. Ex. 2x2 + 5, x2 + x (iv) Cubic Polynomial: A polynomial of degree 3 is called a cubic polynomial. Ex. 4x2 . 2x3 + 1, 5x3 + x2 (v) Bi-quadratic polynomial: A polynomial of 4 degree is called a biquadrate polynomial. Ex. 4x4 + 2x3 + 5x2 + x + 1
33min
Introduction of Algebra Part 2 (Maths) - Lecture 11
Algebraic Expression : A combination of constants and variables connected by arithmetic operators (+,−, × & ÷) is known as algebraic expression. E.g. 6x-3 + xy-1 , , 2x +3 , ax +b Polynomial : The algebraic expression which have whole numbers as the exponents of the variable are called polynomial. E.g. 2x+ 1, 3y2−1, q30 + 3, 5x2y- y3 (i) p(x) = 4- 3x3 +6x is a polynomial in variable x. (ii) p(y) = ay4 - b y3 y is a polynomial in variable y. all of the above are called polynomials BASED ON NUMBER OF TERMS i. Monomial: A Polynomials having only 1 term are called monomials. (‘Mono’ means ‘one’) -4x, 4x3,- 5x2, -y, t2 ,-6 ii. Binomial: A polynomial of 2 terms is called binomial. p(x) = 2x+ 1, q(x) = x3-3, r(q) = q30 + 3 iii. Trinomial: A polynomial of 3 terms is called a trinomial. p(x) = ax + x3 – 3 q(x) = 4-x + x2 BASED ON DEGREE :- Degree of Polynomials : The highest power of variable in a polynomial is known as it degree. For example : (a) p(y) = 2y2 - 3y + 7 is a polynomial in the variable y of degree 2. (b) q(x) = + 13x4 + 5x6 is a polynomial in variable x of degree 6. (c) p(xy) = 4x2y3 + 5xy2 + 3xy- 6y+ 8 (2+3) (1+2) (1+1) (1) (0) Sum the powers of the variables in each term and highest sum obtained that is degree of polynomial. Here degree of polynomial is 5 Remark : it is used for polynomial in two variables. BASED ON DEGREE :- (i) Constant Polynomial: A polynomial of degree zero is called a constant polynomial. Ex. -4, 7, and (ii) Linear Polynomial: A polynomial of degree 1 is called a linear polynomial. Ex. p(x) = 3x – 5 , r(y) = 2y (iii) Quadratic Polynomial: A polynomial of degree 2 is called a quadratic polynomial. Ex. 2x2 + 5, x2 + x (iv) Cubic Polynomial: A polynomial of degree 3 is called a cubic polynomial. Ex. 4x2 . 2x3 + 1, 5x3 + x2 (v) Bi-quadratic polynomial: A polynomial of 4 degree is called a biquadrate polynomial. Ex. 4x4 + 2x3 + 5x2 + x + 1
37min
Introduction of Algebra Simple Equation (Maths) - Lecture 12
What is a Simple Equation? In the simplest of terms, a variable and an ‘equal to’ sign make up a simple equation. Therefore, a simple equation is a mathematical representation of two expressions on either side of an ‘equal to’ sign. It mostly consists of a variable, frequently accompanied by a numerical constant. To understand this concept easily, consider the following example. 3x – 4 = 5. It is a class 7 simple equation. In this representation, the x refers to a variable. Every equation of this category aims to find the value of x. However, you can also use other letters from the English alphabet to write a variable. Moreover, the value of 3x – 4 has to be equal to 5. Therefore, a simple equation of class 7 maintains the same value on either side of the ‘=’ sign. In this case, you can shift any number or variable from one side of the equation to the other. However, you have to keep in mind that the sign preceding the number changes as well. For example, a number with a negative integer transforms into a positive integer when it shifts to the other side. Coming back to this equation, you can take -4 to the other side in the following way – 3x = 5+4 = 9. Therefore, x = 9/3 = 3. Thus, the value of the variable x is 3. Solve the Sum 1. In the simple equation 5x – 4 = 16, find the value of x. 2. An equation stands as 10y + 25 = 125. Find the value of the variable y. Now you know what a simple equation means. However, before solving simple equations, you will have to understand what transposition stands for. What is Transposition in a Simple Equation? In its most primary sense, transposition implies when you shift a variable or a number to the other side of ‘=’. It is one of the most vital functions of simple equation sums. To be able to understand this further, you will have to keep in mind the signs preceding a variable or a number. As you shift a number to the other section; its sign changes. For instance, ‘+’ becomes ‘-‘ and ‘-‘ turns into ‘+’ when it changes sides. Consider the following example – 50x – 20 = 980. Therefore, 50x = 980+20 • 50x = 1000 • x = 1000/50 Or, x = 20. As you can see in this particular simple equation in mathematics, -20 becomes +20 on the other side. It refers to an easy example of transposition. 1. Write the following statement in the form of an equation. “The sum of three times x and 10 is 23. (a) 3x – 10 = 23 (b) 3x + 23 = 10 (c) 3x + 10 = 23 (d) 3x – 23 = 10 2. The solution of the equation 4p – 3 = 13 is ………. (a) 1 (b) 2 (c) 3 (d) 4 3. In an isosceles triangle, the base angles are equal to 50°. The vertex angle is (a) 45° (b) 80° (c) 75° (d) 85° 4. The solution of the equation -2(x + 3) = 4 is (a) -2 (b) -3 (c) -4 (d) -5 5. The value of the variable that we get on solving an equation is: (a) degree of the equation (b) root of the equation (c) co-efficient of the variable (d) none of these 6. The degree of linear equation is a) 5 (b) 1 (c) 2 (d) 0 7. The solution of the equation -4(2 + x) = 4 is (a) -1 (b) -2 (c) -3 (d) -4 8. The solution of the equation 0 = 4 + 4(m + 1) is (a) 1 (b) -1 (c) 2 (d) -2 9. The solution of the equation 12p – 11 = 13 is (a) 1 (b) 2 (c) 3 (d) 4 10. The solution of the equation 10p = 10 is (a) 1 (b) – 1 (c) 10 (d) – 10 1 2 3 4 5 6 7 8 9 10 C D B D B B C D B A
23min
Ratio & Proportion (Maths) - Lecture 13
1. Ratio : The ratio of the two quantities a and b in the same units, is the fraction we write it as a: b. terms: term antecedent: consequent Ex: The ratio 5: 9 represents with antecedent = 5 2. Rule : The multiplication or division of each term of a ratio by the same non zero number does not effect the ratio. Ex. 4: 5 = 8: 10 = 12: 15 etc. 3. Proportion : The equality of two ratio is called proportion. If we write and we say that x1, y1, x2, y2 are in proportion. Here x1 and are called extremes, while x2 & Y1 are called means terms. Product of means = product of extremes 4. Directly proportion: If a quantity is increase or decrease w.r.t. other quantity then proportions directly proportion. 5. Indirectly proportion : If a quantity is increase and other is decrease or one is decrease and other is increase.
36min
Profit and Loss Discount (Maths) - Lecture 14
Profit ,loss and discount Cost price (CP) the price at which an article is bought is called its cost price. All the overhead expenses in the transaction are added to the cost price . Selling price (SP) The price at which an article is sold is Called the selling price. Profit →if SP > CP then there is a profit Profit = SP-CP & P% = (SP-CP)/CP × 100 LOSS → If CP > SP then there is a loss. Loss = CP – SP & L% = (CP-SP)/CP × 100 MARKED PRICE OR LIST PRICE :- it is marked on the article Discount :- The Reduction allowed on the marked price of an article is called as discount . discount is always calculated on marked price . Discount = marked price – selling price D% = (MP-SP)/MP × 100
42min
Basic Geometry Part 1 (Maths) - Lecture 15
Line : A line is collection of continuously points endlessly in both direction: Ray : Which line has one end point called ray. A B (AB) ⃗ Line segment : Which line has 2-distinct end point called line segment. A B (AB) ̅ Number of point lies on a single line Between 2- distinct points only single line can be drawn More than 2 points lie one line called collinear points a,b,c,d collinear points a.b.c collinear points d is not collinear points Parallel lines : Two lines are drawn at equidistant which never intersect each other , endlessly in both direction called parallel lines m is parallel to l and parallel denoted by Transversal : The line intersects two or more lines at distinct points called transversal. (P ) ⃡is transversal A,B,C distinct points This is not a transversal lines because point is not distinct. Angle : Angle is rotation between initial side and terminal side. amount of rotation Measure, Angle : Rotation between initial side and terminal side obtained in amount and measure in degree. Type of Angles Acute Angle : If amount of rotation between initial side and terminal side less than is called acute angle. The rotation of terminal side should be in anticlockwise direction for positive angle. if we meet AB by line segment we get a acute triangle But will be -ve because rotation in clockwise direction Right angle: The amount of rotation between initial side & terminal side equal to degree, called right angle. If we meet AB by a line segment we get a right angle triangle. Obtuse angle : The amount of rotation between initial side more than & less than called obtuse angle Straight angle : The amount of rotation between initial side & terminal side equal to ( or 2 right angle), called straight angle. Reflexive angle : The amount of rotation between initial side & terminal less than called reflexive angle. Complementary angles : The sum of amount of rotation of two angles equal to are called complementary angles. if then If complementary angles are equal then each angle will be measure . Supplementary angles: The sum of amount of rotation of two angles equal to are called supplementary angles. If supplementary angles are equal then each angle will be measure Adjacent angles : When two angles lie on opposite side of a common arm and have a common vertex, they are known as adjacent angle, Two adjacent supplementary angles from a linear pair (linear pair) Angle bisector: A ray AX is said to be bisector of , if x is a point in the interior of and = . Thus AX is bisector of then Vertically opposite angles : When two lines intersects each pair of angles formed without any common arm are called vertically opposite angles. The measure of Vertically opposite angles are always equal . Angles at a point right angles Parallel line : Two lines lying in the same plane are called parallel lines if they never meet however long we may extend them. 1. . The alternate angles are equal 2. . The corresponding angles are equal. 3. . The sum of the interior angles on the same side transversal is . Polygon: A simple closed curved made up of line segments only is called polygon. Where n - number of sides of polygon Sum of all interior angle of polygon = Measure of each inetrior angle of regular polygon=(180(〖n-2)〗^o)/n Sum of all exterior angle of polygon = Measure of each exterior angle of regular polygon=360^o/n No of side of regular polygon = If a polygon has ’n’ sides(n>3) then number of diagonal it has is =[n(n-3)/2] A polygon is said to be convex if all its interior angles are either acute or obtuse. A polygon is said to be concave if at least one interior angle is a reflex angle. A polygon with four side is called quadrilateral. A quadrilateral has four sides, four angles and two diagonal. The sum of all angles in a quadrilateral is . The construct a quadrilateral, we need five measurements. A quadrilateral in which the measure each angle is less than is known as convex polygon. A quadrilateral in which the measure each angle more than is known as concave quadrilateral. To construct of Rhombus minimum 2- dimension required. To construct a square minimum 1 dimension required. To construct a parallelogram minimum 3 dimension required. Regular polygons: Which polygon are both equiangular and equilateral are known as regular polygons A concave polygon can never be regular polygon. Ex square and rectangle 16. Irregular polygons : Which polygon are either equiangular or equilateral or none of them are known as irregular polygons. Ex. Rhombus, Rectangle.
33min
Basic Geometry Part 2 (Maths) - Lecture 16
Line : A line is collection of continuously points endlessly in both direction: Ray : Which line has one end point called ray. A B (AB) ⃗ Line segment : Which line has 2-distinct end point called line segment. A B (AB) ̅ Number of point lies on a single line Between 2- distinct points only single line can be drawn More than 2 points lie one line called collinear points a,b,c,d collinear points a.b.c collinear points d is not collinear points Parallel lines : Two lines are drawn at equidistant which never intersect each other , endlessly in both direction called parallel lines m is parallel to l and parallel denoted by Transversal : The line intersects two or more lines at distinct points called transversal. (P ) ⃡is transversal A,B,C distinct points This is not a transversal lines because point is not distinct. Angle : Angle is rotation between initial side and terminal side. amount of rotation Measure, Angle : Rotation between initial side and terminal side obtained in amount and measure in degree. Type of Angles Acute Angle : If amount of rotation between initial side and terminal side less than is called acute angle. The rotation of terminal side should be in anticlockwise direction for positive angle. if we meet AB by line segment we get a acute triangle But will be -ve because rotation in clockwise direction Right angle: The amount of rotation between initial side & terminal side equal to degree, called right angle. If we meet AB by a line segment we get a right angle triangle. Obtuse angle : The amount of rotation between initial side more than & less than called obtuse angle Straight angle : The amount of rotation between initial side & terminal side equal to ( or 2 right angle), called straight angle. Reflexive angle : The amount of rotation between initial side & terminal less than called reflexive angle. Complementary angles : The sum of amount of rotation of two angles equal to are called complementary angles. if then If complementary angles are equal then each angle will be measure . Supplementary angles: The sum of amount of rotation of two angles equal to are called supplementary angles. If supplementary angles are equal then each angle will be measure Adjacent angles : When two angles lie on opposite side of a common arm and have a common vertex, they are known as adjacent angle, Two adjacent supplementary angles from a linear pair (linear pair) Angle bisector: A ray AX is said to be bisector of , if x is a point in the interior of and = . Thus AX is bisector of then Vertically opposite angles : When two lines intersects each pair of angles formed without any common arm are called vertically opposite angles. The measure of Vertically opposite angles are always equal . Angles at a point right angles Parallel line : Two lines lying in the same plane are called parallel lines if they never meet however long we may extend them. 1. . The alternate angles are equal 2. . The corresponding angles are equal. 3. . The sum of the interior angles on the same side transversal is . Polygon: A simple closed curved made up of line segments only is called polygon. Where n - number of sides of polygon Sum of all interior angle of polygon = Measure of each inetrior angle of regular polygon=(180(〖n-2)〗^o)/n Sum of all exterior angle of polygon = Measure of each exterior angle of regular polygon=360^o/n No of side of regular polygon = If a polygon has ’n’ sides(n>3) then number of diagonal it has is =[n(n-3)/2] A polygon is said to be convex if all its interior angles are either acute or obtuse. A polygon is said to be concave if at least one interior angle is a reflex angle. A polygon with four side is called quadrilateral. A quadrilateral has four sides, four angles and two diagonal. The sum of all angles in a quadrilateral is . The construct a quadrilateral, we need five measurements. A quadrilateral in which the measure each angle is less than is known as convex polygon. A quadrilateral in which the measure each angle more than is known as concave quadrilateral. To construct of Rhombus minimum 2- dimension required. To construct a square minimum 1 dimension required. To construct a parallelogram minimum 3 dimension required. Regular polygons: Which polygon are both equiangular and equilateral are known as regular polygons A concave polygon can never be regular polygon. Ex square and rectangle 16. Irregular polygons : Which polygon are either equiangular or equilateral or none of them are known as irregular polygons. Ex. Rhombus, Rectangle.
35min
Basic Geometry Construction (Maths) - Lecture 17
Introduction to Constructions Linear Pair axiom • If a ray stands on a line then the adjacent angles form a linear pair of angles. • If two angles form a linear pair, then uncommon arms of both the angles form a straight line. A triangle can be drawn if any one of the following sets of measurements are given: • (i) Three sides. • (ii) Two sides and the angle between them. • (iii) Two angles and the side between them. • (iv) The hypotenuse and a leg in the case of a right-angled triangle. • (v) Given its base, a base angle and sum of other two sides. • (vi) Given its base, a base angle and the difference of the other two sides. • (vii)To construct a triangle given its perimeter and its two base angles. Constructing a Quadrilateral We shall learn how to construct a unique quadrilateral given the following measurements: • When four sides and one diagonal are given. • When two diagonals and three sides are given. • When two adjacent sides and three angles are given. • When three sides and two included angles are given. Constructing a SPECIALE QUADRILATERAL Rectangle: When two side length and breadth are given. Parallelogram : When two adjacent sides and an angle given. Rhombus: When two diagonals are given . Square: n only side is given.
19min
Basic Geometry Circle Part 1 (Maths) - Lecture 18
CIRCLE A circle is the locus of a point which moves in a place in such a way that its distance from a fixed point remains constant. The fixed point is called the centre and the constant distance is called the radius of the circle. where centre O and radius equal to r units. Position of a Point With Respect To a Circle Let us consider a circle with centre O and radius r. (i) inside the circle, if OP < r: (ii) on the circle, if OP = r. (iii) outside the circle, if OP > r. Radius : A line segment joining the centre and a point on the circle is called its radius Diameter : A chord of the circle passing through the centre of a circle is called its diameter. In the figure. AOB is a diameter of a circler with centre O. Diameter = 2 × Radius Properties : (i) Diameter is the largest chord of a circle. (ii) All diameters of a circle are equal in length. Circumference : The perimeter of a circle is called its circumference. Circumference = Chord : A line segment joining any two points on a circle is called a chord of the circle. In the adjoining figure, PQ, RS and AB are the chords of a circle with centre O. Arc : A continuous piece of a circle is called on arc of the circle. Let P and Q be any two points on a circle with centre O. Then, clearly the whole circle has been divided into two pieces. namely arc PAQ and arc QBP, to be denoted by PAQ and QBP respectively. We any denote them by PQ and QP respectively. Congruent Circles : Two circles of equal radii are said to be congruent. Concentric Circles : Circles having same centre but different radii are called concentric circle. Concyclic Points : The points, which lie on the circumference of the same circle, are called concyclic points. In the adjoining figure, points A, B, C and D lie on the same circle and hence, they are concyclic. Secant : A line which intersects a circle in two distinct points in called a secant of the circle. In the adjoining figure, the line cuts the circle in two points C and D. So, is a secant of the circle. Tangent : A line that intersects the circle is exactly one point is called a tangent of the circle. The point at which the tangent intersects the circle is called its point of contact. Clearly, P is the point of contact of the tangent(SPT) with the circle. Cyclic Quadrilateral : If all the four vertices of a quadrilateral lie on a circle, then such a quadrilateral is called a cyclic quadrilateral.
37min
Basic Geometry Circle Part 2 (Maths) - Lecture 19
CIRCLE A circle is the locus of a point which moves in a place in such a way that its distance from a fixed point remains constant. The fixed point is called the centre and the constant distance is called the radius of the circle. where centre O and radius equal to r units. Position of a Point With Respect To a Circle Let us consider a circle with centre O and radius r. (i) inside the circle, if OP < r: (ii) on the circle, if OP = r. (iii) outside the circle, if OP > r. Radius : A line segment joining the centre and a point on the circle is called its radius Diameter : A chord of the circle passing through the centre of a circle is called its diameter. In the figure. AOB is a diameter of a circler with centre O. Diameter = 2 × Radius Properties : (i) Diameter is the largest chord of a circle. (ii) All diameters of a circle are equal in length. Circumference : The perimeter of a circle is called its circumference. Circumference = Chord : A line segment joining any two points on a circle is called a chord of the circle. In the adjoining figure, PQ, RS and AB are the chords of a circle with centre O. Arc : A continuous piece of a circle is called on arc of the circle. Let P and Q be any two points on a circle with centre O. Then, clearly the whole circle has been divided into two pieces. namely arc PAQ and arc QBP, to be denoted by PAQ and QBP respectively. We any denote them by PQ and QP respectively. Congruent Circles : Two circles of equal radii are said to be congruent. Concentric Circles : Circles having same centre but different radii are called concentric circle. Concyclic Points : The points, which lie on the circumference of the same circle, are called concyclic points. In the adjoining figure, points A, B, C and D lie on the same circle and hence, they are concyclic. Secant : A line which intersects a circle in two distinct points in called a secant of the circle. In the adjoining figure, the line cuts the circle in two points C and D. So, is a secant of the circle. Tangent : A line that intersects the circle is exactly one point is called a tangent of the circle. The point at which the tangent intersects the circle is called its point of contact. Clearly, P is the point of contact of the tangent(SPT) with the circle. Cyclic Quadrilateral : If all the four vertices of a quadrilateral lie on a circle, then such a quadrilateral is called a cyclic quadrilateral.
26min
Symmetry (Maths) - Lecture 20
In this chapter we will study figures having symmetry, line symmetry, reflection and rotation through 90° clockwise and anticlockwise and through 180°. Symmetry does not occur only in geometry but also in other branches of mathematics Type of Symmetry 1. Linear Symmetry 2. Point Symmetry 3. Rotational Symmetry 4. Reflectional Symmetry Reflection-: when we see an object in a plane mirror, its image obtained on the other side of the mirror it called its reflection . Reflection of a point in X- axis Reflection of p( x,y) in x-axis is P^2(x,-y) Reflection of a point in y-axis Reflection of Q(x,y) in y - axis is Q^2 (-x,y) Reflection of a point in origin Reflection of R(x,y) in origin is R^2(-x,-y)
16min
Symmetry Reflection (Maths) - Lecture 21
In this chapter we will study figures having symmetry, line symmetry, reflection and rotation through 90° clockwise and anticlockwise and through 180°. Symmetry does not occur only in geometry but also in other branches of mathematics Type of Symmetry 1. Linear Symmetry 2. Point Symmetry 3. Rotational Symmetry 4. Reflectional Symmetry Reflection-: when we see an object in a plane mirror, its image obtained on the other side of the mirror it called its reflection . Reflection of a point in X- axis Reflection of p( x,y) in x-axis is P^2(x,-y) Reflection of a point in y-axis Reflection of Q(x,y) in y - axis is Q^2 (-x,y) Reflection of a point in origin Reflection of R(x,y) in origin is R^2(-x,-y)
8min
Representing of 3D in 2D (Maths) - Lecture 22
In this we will learn to identify and match pictures with objects ,nets of figures with their solid shapes,count vertices, edges and faces of 3-D shapes and study the verification of Euler's formula
38min
Data Handling Part 1 (Maths) - Lecture 23
Data: The word data means information in the form of numerical figures or a set of given information collected for specific purpose. Raw Data: Data obtained in the original form is called raw data. Array: Arranging the numerical figures of a data in ascending or descending order is called an array. Tabulation: Arranging the data in a symmetric tabular form is called presentation of the data or tabulation. Observation: Each numerical figure in a data called an observation. Frequency: The number of times a particular observation occurs in the data called its frequency. Mode(Z): Most repeating observation. There can be more than one mode for a data. Range: The difference between highest & lowest value of the observation in a given data is called its range. Range = Maximum values - Minimum values Mean / Average: The ratio of sum of all observation and number of observation called Mean/Average. Mean / Average(x ̅) = Median : After arranging the data increasing or decreasing order. The middle value of data is called Median. Median is represented by M. If there is n observation then: (i) If n is even then (ii) if n is odd then term. Where n- is number of observation. Grouped data : The list of observation is of the data is usually organized into group called class intervals & the data so obtained is called grouped data. The lower value of a class interval is called its lower limit & upper value is called is upper limit The mid value of a class interval is called its class mark. Mid value/class mark = The difference between the upper and lower class limits is called the width or size of the class interval.
45min
Data Handling Part 2 (Maths) - Lecture 24
Data: The word data means information in the form of numerical figures or a set of given information collected for specific purpose. Raw Data: Data obtained in the original form is called raw data. Array: Arranging the numerical figures of a data in ascending or descending order is called an array. Tabulation: Arranging the data in a symmetric tabular form is called presentation of the data or tabulation. Observation: Each numerical figure in a data called an observation. Frequency: The number of times a particular observation occurs in the data called its frequency. Mode(Z): Most repeating observation. There can be more than one mode for a data. Range: The difference between highest & lowest value of the observation in a given data is called its range. Range = Maximum values - Minimum values Mean / Average: The ratio of sum of all observation and number of observation called Mean/Average. Mean / Average(x ̅) = Median : After arranging the data increasing or decreasing order. The middle value of data is called Median. Median is represented by M. If there is n observation then: (i) If n is even then (ii) if n is odd then term. Where n- is number of observation. Grouped data : The list of observation is of the data is usually organized into group called class intervals & the data so obtained is called grouped data. The lower value of a class interval is called its lower limit & upper value is called is upper limit The mid value of a class interval is called its class mark. Mid value/class mark = The difference between the upper and lower class limits is called the width or size of the class interval.
26min
Data Handling Part 3 (Maths) - Lecture 25
Data: The word data means information in the form of numerical figures or a set of given information collected for specific purpose. Raw Data: Data obtained in the original form is called raw data. Array: Arranging the numerical figures of a data in ascending or descending order is called an array. Tabulation: Arranging the data in a symmetric tabular form is called presentation of the data or tabulation. Observation: Each numerical figure in a data called an observation. Frequency: The number of times a particular observation occurs in the data called its frequency. Mode(Z): Most repeating observation. There can be more than one mode for a data. Range: The difference between highest & lowest value of the observation in a given data is called its range. Range = Maximum values - Minimum values Mean / Average: The ratio of sum of all observation and number of observation called Mean/Average. Mean / Average(x ̅) = Median : After arranging the data increasing or decreasing order. The middle value of data is called Median. Median is represented by M. If there is n observation then: (i) If n is even then (ii) if n is odd then term. Where n- is number of observation. Grouped data : The list of observation is of the data is usually organized into group called class intervals & the data so obtained is called grouped data. The lower value of a class interval is called its lower limit & upper value is called is upper limit The mid value of a class interval is called its class mark. Mid value/class mark = The difference between the upper and lower class limits is called the width or size of the class interval.
32min
Data Handling Part 4 (Maths) - Lecture 26
Data: The word data means information in the form of numerical figures or a set of given information collected for specific purpose. Raw Data: Data obtained in the original form is called raw data. Array: Arranging the numerical figures of a data in ascending or descending order is called an array. Tabulation: Arranging the data in a symmetric tabular form is called presentation of the data or tabulation. Observation: Each numerical figure in a data called an observation. Frequency: The number of times a particular observation occurs in the data called its frequency. Mode(Z): Most repeating observation. There can be more than one mode for a data. Range: The difference between highest & lowest value of the observation in a given data is called its range. Range = Maximum values - Minimum values Mean / Average: The ratio of sum of all observation and number of observation called Mean/Average. Mean / Average(x ̅) = Median : After arranging the data increasing or decreasing order. The middle value of data is called Median. Median is represented by M. If there is n observation then: (i) If n is even then (ii) if n is odd then term. Where n- is number of observation. Grouped data : The list of observation is of the data is usually organized into group called class intervals & the data so obtained is called grouped data. The lower value of a class interval is called its lower limit & upper value is called is upper limit The mid value of a class interval is called its class mark. Mid value/class mark = The difference between the upper and lower class limits is called the width or size of the class interval.
21min
Simplification Part 1 (Maths) - Lecture 27
'BODMAS' Rule: This rule depicts the correct sequence in which the operations are to be executed, so as to find out the value of given expression. Here Verniculum or bar (() ̅) B - Bracket, O - of, D - Division, M - Multiplication, A - Addition and S - Subtraction Thus, in simplifying an expression, first of all the brackets must be removed, strictly in the order (), {} and ||. After removing the brackets, we must use the following operations strictly in the order: (i) of (ii) Division (iii) Multiplication (iv) Addition (v) Subtraction.
33min
Simplification Part 2 (Maths) - Lecture 28
'BODMAS' Rule: This rule depicts the correct sequence in which the operations are to be executed, so as to find out the value of given expression. Here Verniculum or bar (() ̅) B - Bracket, O - of, D - Division, M - Multiplication, A - Addition and S - Subtraction Thus, in simplifying an expression, first of all the brackets must be removed, strictly in the order (), {} and ||. After removing the brackets, we must use the following operations strictly in the order: (i) of (ii) Division (iii) Multiplication (iv) Addition (v) Subtraction.
18min
Simple Interest (Maths) - Lecture 29
Principal: The money borrows or lend out for a certain period is called the principal or the sum. Interest: Extra money paid for using other's money is called interest. Simple Interest: If the interest on a sum borrowed for a certain period is reckoned uniformly, then it is called simple interest. Let principal = P, Rate = R% per annum (p.a.) and Time = T year. Compound interest : Someti¬mes borrower & the lender agree to fix up a certain units of time, say yearly or halfly or quarterly to settle the previous account. After a specified period, the difference between the amount and money is borrowed called the compound interest (C.I.) for that period. When interest is compounded annually Let principal = P, Rate = R% per annum (p.a.) and Time = n year. Amount = II. When interest is compounded half yearly Amount = III. When the interest is compounded quarterly Amount = V. Present Worth of Rs. x due n years hence is given by: then present worth=x/〖(1+R/100)〗^n Two years difference between C.I. and S.I. = P(〖R/100)〗^2
33min
Compound Interest (Maths) - Lecture 30
Principal: The money borrows or lend out for a certain period is called the principal or the sum. Interest: Extra money paid for using other's money is called interest. Simple Interest: If the interest on a sum borrowed for a certain period is reckoned uniformly, then it is called simple interest. Let principal = P, Rate = R% per annum (p.a.) and Time = T year. Compound interest : Someti¬mes borrower & the lender agree to fix up a certain units of time, say yearly or halfly or quarterly to settle the previous account. After a specified period, the difference between the amount and money is borrowed called the compound interest (C.I.) for that period. When interest is compounded annually Let principal = P, Rate = R% per annum (p.a.) and Time = n year. Amount = II. When interest is compounded half yearly Amount = III. When the interest is compounded quarterly Amount = V. Present Worth of Rs. x due n years hence is given by: then present worth=x/〖(1+R/100)〗^n Two years difference between C.I. and S.I. = P(〖R/100)〗^2
37min
Mensuration Area and Perimeter Part 1 (Maths) - Lecture 31
Mensuration :- Mensuration is a branch of mathematical science that is concerned with the measurement of areas and volumes of various geometric figures . It is of two types 2D and 3D mensuration 2D Mensuration applies to two dimensional figures like squares, rectangles, triangles, trapezium etc. 3D Mensuration applies to three dimensional figures like cube, cuboids, sphere, cone, cylinder etc. Area: Total space inside the boundary of a plane figure is called the area of that particular figure. Area is measured in square Unit. Perimeter:- It is the length of border around enclosed plane. Therefore, Sum of the sides of the a plane figure is the perimeter of that particular figure. Volume: volume is the space occupied by an object considering 3dimensional view.The formulas for calculating Volume vary with the shape of the object. The units of volume is cubic meters, cubic centimetre etc
43min
Mensuration Area and Perimeter Part 2 (Maths) - Lecture 32
Mensuration :- Mensuration is a branch of mathematical science that is concerned with the measurement of areas and volumes of various geometric figures . It is of two types 2D and 3D mensuration 2D Mensuration applies to two dimensional figures like squares, rectangles, triangles, trapezium etc. 3D Mensuration applies to three dimensional figures like cube, cuboids, sphere, cone, cylinder etc. Area: Total space inside the boundary of a plane figure is called the area of that particular figure. Area is measured in square Unit. Perimeter:- It is the length of border around enclosed plane. Therefore, Sum of the sides of the a plane figure is the perimeter of that particular figure. Volume: volume is the space occupied by an object considering 3dimensional view.The formulas for calculating Volume vary with the shape of the object. The units of volume is cubic meters, cubic centimetre etc
18min
Volume & Surface Area Part 1 (Maths) - Lecture 33
Mensuration :- Mensuration is a branch of mathematical science that is concerned with the measurement of areas and volumes of various geometric figures . It is of two types 2D and 3D mensuration 2D Mensuration applies to two dimensional figures like squares, rectangles, triangles, trapezium etc. 3D Mensuration applies to three dimensional figures like cube, cuboids, sphere, cone, cylinder etc. Area: Total space inside the boundary of a plane figure is called the area of that particular figure. Area is measured in square Unit. Perimeter:- It is the length of border around enclosed plane. Therefore, Sum of the sides of the a plane figure is the perimeter of that particular figure. Volume: volume is the space occupied by an object considering 3dimensional view.The formulas for calculating Volume vary with the shape of the object. The units of volume is cubic meters, cubic centimetre etc
40min
Volume & Surface Area Part 2 (Maths) - Lecture 34
Mensuration :- Mensuration is a branch of mathematical science that is concerned with the measurement of areas and volumes of various geometric figures . It is of two types 2D and 3D mensuration 2D Mensuration applies to two dimensional figures like squares, rectangles, triangles, trapezium etc. 3D Mensuration applies to three dimensional figures like cube, cuboids, sphere, cone, cylinder etc. Area: Total space inside the boundary of a plane figure is called the area of that particular figure. Area is measured in square Unit. Perimeter:- It is the length of border around enclosed plane. Therefore, Sum of the sides of the a plane figure is the perimeter of that particular figure. Volume: volume is the space occupied by an object considering 3dimensional view.The formulas for calculating Volume vary with the shape of the object. The units of volume is cubic meters, cubic centimetre etc
32min
Volume & Surface Area Part 3 (Maths) - Lecture 35
Mensuration :- Mensuration is a branch of mathematical science that is concerned with the measurement of areas and volumes of various geometric figures . It is of two types 2D and 3D mensuration 2D Mensuration applies to two dimensional figures like squares, rectangles, triangles, trapezium etc. 3D Mensuration applies to three dimensional figures like cube, cuboids, sphere, cone, cylinder etc. Area: Total space inside the boundary of a plane figure is called the area of that particular figure. Area is measured in square Unit. Perimeter:- It is the length of border around enclosed plane. Therefore, Sum of the sides of the a plane figure is the perimeter of that particular figure. Volume: volume is the space occupied by an object considering 3dimensional view.The formulas for calculating Volume vary with the shape of the object. The units of volume is cubic meters, cubic centimetre etc
23min
Cell (Biology) - Lecture 1
A cell is capable of independent existence and can carry out all the functions which are necessary for a living being. A cell carries out nutrition, respiration, excretion, transportation and reproduction, the way an individual organism does. Unicellular organisms are capable of independent existence which shows a cell's capability to exist independently. Due to this, a cell is called the functional unit of life. All living beings are composed of the basic unit of life, i.e. cell. So, cell is called the structural unit of life. If you combine both the aspects, i.e. functional unit and structural unit, you can say that a cell is the fundamental unit of life.
28min
Nutrition (Biology) - Lecture 2
All the living organisms need energy to perform various life processes. They get this energy from food. Food is a kind of fuel which provides energy to all the living organisms. Food is an organic substance. Nutrient: A nutrient can be defined as a substance which an organism obtains from its surroundings and uses it as a source of energy or for the biosynthesis of its body constituents. Nutrition is the process of intake of nutrients (like carbohydrates, fats, proteins, minerals, vitamins and water) by an organism as well as the utilization of these nutrients by the organism. Mode of nutrition means method of obtaining food by an organism. There are mainly two modes of nutrition 1. Autotrophic mode of nutrition 2. Heterotrophic mode of nutrition
20min
Transport in Plants (Biology) - Lecture 3
Transportation is a vital process in plants and Animals. Trees transport all the water and nutrients from roots to the other parts of plants for survival from its roots to the tips of the leaves. For the verious metabolic process of plants like photosynthesis, transpiration, guttation raw materials should be transported from root to the leaves. For transport in plants, they need a transport system to move food, water, and minerals around because for them no heart, no blood, and since these plants do not have a circulatory system, transportation makes up for it. Plants have two transport systems - xylem and phloem. Xylem tissue transports water and mineral salts from the roots to the other parts of the plant, while phloem transports Carbohydrates, sucrose and amino acids from roots to the leaves and other parts of the plant.
23min
Plant Kingdom & Animal Kingdom (Biology) - Lecture 4
Plants are mostly multicellular organisms however, few unicellular organism like algae are also considered as plants. So, we can say term plant is very broad and it includes single celled algae to flower and fruit bearing trees. Plants may be terrestrial or aquatic, plants which are present on the land surface is called terrestrial plant while the plant which floats, submerged or remain suspended in water is called aquatic plants. The first level of classification among plants depends on whether the plant body has well differentiated, distinct components. The next level of classification is based on whether the differentiated plant body has special tissues for the transport of water and other substances within it. Further classification looks at the ability to bear seeds and whether the seeds are enclosed within fruits. Animals are multicellular, eukaryotic life forms, characterized by heterotrophic mode of nutrition and inhabit all types of ecosystems including terrestrial, freshwater and marine. They can be further segregated into two groups based on the presence of notochord- chordates and invertebrates. Chordates constitute only 5% of the animal kingdom while the invertebrates claim the remaining majority. Vertebrates form a subphylum under chordates and are characterized by the presence of a vertebral column or backbone. With an exception of sponges, all animal cells are organized into tissues and in majority, the tissues organize to form well-defined organs and organ systems for carrying out essential bodily functions. Most animals are also diploid in nature and reproduce sexually by the formation of gametes.
33min
Biological Classification Part 1 (Biology) - Lecture 5
Biological classification is the scientific procedure of arranging organisms into groups and subgroups on the basis of their similarities and dissimilarities and placing the group in a hierarchy of categories. Importance of classification- • It is not possible to study every organism. Study of one or two organism of a group gives sufficient information about the essential features of the group. • It helps in identification of new organism. • Classification helps in knowing the relationship amongst different groups of organisms. • The organism of past cannot be studied without a proper system of classification Five kingdom systems- R.H.Whittaker divided all the organism into five kingdom namely 1. Monera : It includes all the prokaryotes (Eubacteria, Actinomycetes, blue green algae, Mycoplasma) and Akaryote (virus). 2. Protista : It includes all the unicellular eukaryotes (Protozoans, Dinoflagellates, Diatoms, Euglenoids, Slime molds). 3. Mycota : It includes true fungi. 4. Plantae : It includes multicellular eukaryotic plants (Algae, Bryophyte, Pteridophyte, Gymnosperm and Angiosperm). 5. Animalia : It includes multicellular animals.
24min
Biological Classification Part 2 (Biology) - Lecture 6
Biological classification is the scientific procedure of arranging organisms into groups and subgroups on the basis of their similarities and dissimilarities and placing the group in a hierarchy of categories. Importance of classification- • It is not possible to study every organism. Study of one or two organism of a group gives sufficient information about the essential features of the group. • It helps in identification of new organism. • Classification helps in knowing the relationship amongst different groups of organisms. • The organism of past cannot be studied without a proper system of classification Five kingdom systems- R.H.Whittaker divided all the organism into five kingdom namely 1. Monera : It includes all the prokaryotes (Eubacteria, Actinomycetes, blue green algae, Mycoplasma) and Akaryote (virus). 2. Protista : It includes all the unicellular eukaryotes (Protozoans, Dinoflagellates, Diatoms, Euglenoids, Slime molds). 3. Mycota : It includes true fungi. 4. Plantae : It includes multicellular eukaryotic plants (Algae, Bryophyte, Pteridophyte, Gymnosperm and Angiosperm). 5. Animalia : It includes multicellular animals.
17min
Microorganisms Part 1 (Biology) - Lecture 7
Microorganisms are very small organisms that they cannot be seen with naked eyes. They can be seen under a microscope. These include a number of varieties such as bacteria, viruses, fungi, algae, protozoa, etc. These microbes can be friends or foe to human beings. Microorganisms are omnipotent i.e; they are present everywhere, in air, in water, in soil and in the body of living organisms. Some microorganisms can tolerate extreme conditions like a place as hot as boiling water, or a place as cold as ice. Some microorganisms are found alone, while the others are found in colonies.
14min
Useful Microorganisms Part 2 (Biology) - Lecture 8
Microorganisms are very small organisms that they cannot be seen with naked eyes. They can be seen under a microscope. These include a number of varieties such as bacteria, viruses, fungi, algae, protozoa, etc. These microbes can be friends or foe to human beings. Microorganisms are omnipotent i.e; they are present everywhere, in air, in water, in soil and in the body of living organisms. Some microorganisms can tolerate extreme conditions like a place as hot as boiling water, or a place as cold as ice. Some microorganisms are found alone, while the others are found in colonies.
14min
Microorganisms MCQ's Part 3 (Biology) - Lecture 9
Microorganisms are very small organisms that they cannot be seen with naked eyes. They can be seen under a microscope. These include a number of varieties such as bacteria, viruses, fungi, algae, protozoa, etc. These microbes can be friends or foe to human beings. Microorganisms are omnipotent i.e; they are present everywhere, in air, in water, in soil and in the body of living organisms. Some microorganisms can tolerate extreme conditions like a place as hot as boiling water, or a place as cold as ice. Some microorganisms are found alone, while the others are found in colonies.
10min
Digestion in Humans Part 1 (Biology) - Lecture 10
The food that we eat is to be digested by our body for deriving nutrients from it. Digestion means breaking down of food into simpler substances in the presence of oxygen to release energy. It is a complex process involving following steps , Ingestion, Digestion, Absorption, Assimilation, Egestion. The parts of digestive tract are: • Mouth and buccal cavity • Food pipe/Oesophagus • Stomach • Small intestine • Large intestine • Rectum • Anus There are some associated glands that secrete enzymes which help in digestion of food. These include: • Salivary glands • Liver • Pancreas The digestive tract and the associated glands together constitute digestive system.
17min
Digestion in Humans Part 2 (Biology) - Lecture 11
The food that we eat is to be digested by our body for deriving nutrients from it. Digestion means breaking down of food into simpler substances in the presence of oxygen to release energy. It is a complex process involving following steps , Ingestion, Digestion, Absorption, Assimilation, Egestion. The parts of digestive tract are: • Mouth and buccal cavity • Food pipe/Oesophagus • Stomach • Small intestine • Large intestine • Rectum • Anus There are some associated glands that secrete enzymes which help in digestion of food. These include: • Salivary glands • Liver • Pancreas The digestive tract and the associated glands together constitute digestive system.
10min
Respiration in Humans (Biology) - Lecture 12
The respiratory system includes some tissues and organs that help you breathe. It includes parts like nasal air passage, lungs , alveoli, bronchioles and blood vessels. The muscles that power your lungs are also part of the respiratory system. These all parts work together to transport oxygen throughout the body and clean waste gases like carbon dioxide. The oxygen inhaled is used for the breakdown of food to release energy. FUNCTION • helps you to smell and taste • Warms air to match your body temperature and moisturizes it to the humidity level your body needs. • Transports oxygen to all cells of your body to release energy • Removes waste gases like carbon dioxide from the body • Protects your air passage from harmful particles of dust and microorganisms
18min
Excretory System (Biology) - Lecture 13
In humans, the excretory system removes nitrogenous waste along with other metabolic wastes from the body. It consists of few parts, viz. a pair of kidneys, renal arteries and veins, ureters, urinary bladder and urethra. The overall structure of the system is briefly discussed below. 1. The kidneys are bean-shaped organs. These are located on each side of the vertebral column. It performs the filtration blood to produce excretory fluid or urine. The structural and functional unit of the kidney is nephron. A nephron consists of: Bowman’s capsule, glomerulus, proximal tubule, Henle’s loop, distal tubule and collecting duct. 2. Renal arteries carry blood (to be filtered) to the kidneys from heart and renal veins carry filtered blood from kidneys to the inferior vena cava. 3. The kidneys open into the ureters at renal hilum. Ureters are tubes, each of which attach to a kidney and carries urine from kidneys to the urinary bladder. 4. Ureters open into the urinary bladder which is a muscular sac. These urine is stored temporarily. When filled, it contracts and passes the urine to the urethra. 5. A thin, fibro-muscular tube called urethra carries the urine from urethra to the exterior.
20min
Controls and Coordination (Biology) - Lecture 14
Control is defined as the power of restraining and regulating by which a process can be started, regulated in pace to speed up or slow down or stop completely. Coordination can be defined as the working together of the different systems of an organism in order to produce an appropriate reaction to stimuli. Control and coordination are brought about by the nervous system and the chemical control and coordination occurs with the help of endocrine systems. It regulates all the systems of the body to ensure proper coordination and efficient functioning of an organism. They are important for an organism to adapt to the changes and perform important functions like metabolism, homeostasis, etc. It also helps in responding to stimuli that help in the fight, or flight responses.
27min
Circulatory System (Biology) - Lecture 15
The circulatory system is made up of blood vessels that carry blood away from and towards the heart. Arteries carry blood away from the heart and veins carry blood back to the heart. The circulatory system carries oxygen, nutrients, and hormones to cells, and removes waste products, like carbon dioxide. Circulatory system, system that transports nutrients, respiratory gases, and metabolic products throughout a living organism, permitting integration among the various tissues. The process of circulation includes the intake of metabolic materials, the conveyance of these materials throughout the organism, and the return of harmful by-products to the environment.
23min
Reproductive System (Biology) - Lecture 16
Reproduction is essential for species survival. Asexual reproduction involves only one parent, occurs only in lower organisms like Amoeba, yeast, Hydra, etc. Sexual reproduction involves fertilisation or fusion of gametes from males and females. Fertilisation may be external or internal. The sexual reproduction in human beings is a complex process. Both male and female individuals attain maturity by going through a adolescent phase. Male Reproductive System: Male reproductive system comprises of- a pair of testis, glands, accessory ducts, and male genitalia. 1. Testis is the site where male gametes or germ cells are produced. They are located outside the abdominal cavity in a sac-like structure known as scrotum. This is to maintain lower temperature required for the formation of sperm. Testes produce male hormone called testosterone. 2. Vas deferens is a duct that transport sperm to urethra, which is a common passage for both urine and sperm ejaculation. 3. Prostate glands and seminal vesicles are also found in males to nourish and for easy transport of sperm in the female genital tract. Female reproductive system consists of 1. Ovaries produce female cell, ovum. Also secrete hormones oestrogen and progesterone. 2. Fallopian tube facilitates smooth passage of fertilised egg to uterus 3. Uterus a muscular bag, where foetus is established and develops fully into a baby, 4. Cervix and vagina.
18min
Motion Part 1 (Physics) - Lecture 1
u Motion : An object which changes its position with respect to a fixed point is said to be in motion. u Motion is a relative term : An object at rest with respect to one object may also be in motion with respect to another object. u Reference point : A fixed point with respect to which an object changes its position is known as a reference point. u Distance : The length of actual path between the initial position and the final position of a moving object or body is known as distance travelled by the particle. u Displacement : The shortest distance between the initial and final positions of a moving object or body in a direction from initial to the final position of the particle is known as displacement of the particle. u Units of distance and displacement : SI unit of distance and displacement is metre (m). u Distance travelled by a body is always positive. u Displacement of body may be positive, negative or zero. u Ratio of the magnitude of displacement and the distance is equal to less than 1. u Uniform Motion : The motion of a body is said to be uniform if (i) it moves along a straight line and (ii) it covers equal distance in equal intervals of time, how-so-ever, small these intervals may be. u Non-uniform motion : The motion of a body is said to be non-uniform if it covers unequal distance in equal intervals of time. u Speed : The distance travelled by a body in unit time is known as the speed of the body. That is u Unit of speed : SI unit of speed is ms–1. u Uniform speed : If a moving body covers equal distances in equal intervals of time, the speed of the body is uniform. u Non-Uniform speed : If a moving body covers unequal distances in equal intervals of time, the speed of the body is non-uniform. u Average speed : The total distance travelled by a body during non-uniform motion divided by the time taken to travel this distance is called average speed. i.e. Average speed = u Velocity : The displacement of the body per unit time is known as the velocity of the body. That is, u Unit of velocity : SI unit of velocity is ms–1. u Uniform velocity : Velocity of a body is said to be uniform velocity if it covers equal displacements in equal intervals of time. u Non-uniform velocity : Velocity of a body is said to be non-uniform if it covers unequal displacement in equal intervals of time. u u Speed is a scalar quantity, whereas velocity is a vector quantity. u Speed of a body is always positive. u Velocity of body can be positive as well as negative. u Acceleration : Acceleration of a body is defined as the change in velocity per unit time. i.e. u Positive acceleration : When the velocity of a body increases with time, acceleration of body is said to be positive acceleration. Or When the change in velocity (Dv) of a body takes place in the direction of the motion of the body, then the acceleration of the body positive. u Negative acceleration or retardation or deceleration : If the velocity of the body decreases with time, then acceleration of body is negative acceleration of retardation. Or When the change in velocity (Dv) of a body takes place in a direction opposite to the direction of motion of the body, then the acceleration of the body is negative. u S.I. unitof acceleration is m/s2 u
23min
Motion Part 2 (Physics) - Lecture 2
u Motion : An object which changes its position with respect to a fixed point is said to be in motion. u Motion is a relative term : An object at rest with respect to one object may also be in motion with respect to another object. u Reference point : A fixed point with respect to which an object changes its position is known as a reference point. u Distance : The length of actual path between the initial position and the final position of a moving object or body is known as distance travelled by the particle. u Displacement : The shortest distance between the initial and final positions of a moving object or body in a direction from initial to the final position of the particle is known as displacement of the particle. u Units of distance and displacement : SI unit of distance and displacement is metre (m). u Distance travelled by a body is always positive. u Displacement of body may be positive, negative or zero. u Ratio of the magnitude of displacement and the distance is equal to less than 1. u Uniform Motion : The motion of a body is said to be uniform if (i) it moves along a straight line and (ii) it covers equal distance in equal intervals of time, how-so-ever, small these intervals may be. u Non-uniform motion : The motion of a body is said to be non-uniform if it covers unequal distance in equal intervals of time. u Speed : The distance travelled by a body in unit time is known as the speed of the body. That is u Unit of speed : SI unit of speed is ms–1. u Uniform speed : If a moving body covers equal distances in equal intervals of time, the speed of the body is uniform. u Non-Uniform speed : If a moving body covers unequal distances in equal intervals of time, the speed of the body is non-uniform. u Average speed : The total distance travelled by a body during non-uniform motion divided by the time taken to travel this distance is called average speed. i.e. Average speed = u Velocity : The displacement of the body per unit time is known as the velocity of the body. That is, u Unit of velocity : SI unit of velocity is ms–1. u Uniform velocity : Velocity of a body is said to be uniform velocity if it covers equal displacements in equal intervals of time. u Non-uniform velocity : Velocity of a body is said to be non-uniform if it covers unequal displacement in equal intervals of time. u u Speed is a scalar quantity, whereas velocity is a vector quantity. u Speed of a body is always positive. u Velocity of body can be positive as well as negative. u Acceleration : Acceleration of a body is defined as the change in velocity per unit time. i.e. u Positive acceleration : When the velocity of a body increases with time, acceleration of body is said to be positive acceleration. Or When the change in velocity (Dv) of a body takes place in the direction of the motion of the body, then the acceleration of the body positive. u Negative acceleration or retardation or deceleration : If the velocity of the body decreases with time, then acceleration of body is negative acceleration of retardation. Or When the change in velocity (Dv) of a body takes place in a direction opposite to the direction of motion of the body, then the acceleration of the body is negative. u S.I. unitof acceleration is m/s2 u
22min
Motion Part 3 (Physics) - Lecture 3
u Motion : An object which changes its position with respect to a fixed point is said to be in motion. u Motion is a relative term : An object at rest with respect to one object may also be in motion with respect to another object. u Reference point : A fixed point with respect to which an object changes its position is known as a reference point. u Distance : The length of actual path between the initial position and the final position of a moving object or body is known as distance travelled by the particle. u Displacement : The shortest distance between the initial and final positions of a moving object or body in a direction from initial to the final position of the particle is known as displacement of the particle. u Units of distance and displacement : SI unit of distance and displacement is metre (m). u Distance travelled by a body is always positive. u Displacement of body may be positive, negative or zero. u Ratio of the magnitude of displacement and the distance is equal to less than 1. u Uniform Motion : The motion of a body is said to be uniform if (i) it moves along a straight line and (ii) it covers equal distance in equal intervals of time, how-so-ever, small these intervals may be. u Non-uniform motion : The motion of a body is said to be non-uniform if it covers unequal distance in equal intervals of time. u Speed : The distance travelled by a body in unit time is known as the speed of the body. That is u Unit of speed : SI unit of speed is ms–1. u Uniform speed : If a moving body covers equal distances in equal intervals of time, the speed of the body is uniform. u Non-Uniform speed : If a moving body covers unequal distances in equal intervals of time, the speed of the body is non-uniform. u Average speed : The total distance travelled by a body during non-uniform motion divided by the time taken to travel this distance is called average speed. i.e. Average speed = u Velocity : The displacement of the body per unit time is known as the velocity of the body. That is, u Unit of velocity : SI unit of velocity is ms–1. u Uniform velocity : Velocity of a body is said to be uniform velocity if it covers equal displacements in equal intervals of time. u Non-uniform velocity : Velocity of a body is said to be non-uniform if it covers unequal displacement in equal intervals of time. u u Speed is a scalar quantity, whereas velocity is a vector quantity. u Speed of a body is always positive. u Velocity of body can be positive as well as negative. u Acceleration : Acceleration of a body is defined as the change in velocity per unit time. i.e. u Positive acceleration : When the velocity of a body increases with time, acceleration of body is said to be positive acceleration. Or When the change in velocity (Dv) of a body takes place in the direction of the motion of the body, then the acceleration of the body positive. u Negative acceleration or retardation or deceleration : If the velocity of the body decreases with time, then acceleration of body is negative acceleration of retardation. Or When the change in velocity (Dv) of a body takes place in a direction opposite to the direction of motion of the body, then the acceleration of the body is negative. u S.I. unitof acceleration is m/s2 u
18min
Motion Numerical Part 4 (Physics) - Lecture 4
u Motion : An object which changes its position with respect to a fixed point is said to be in motion. u Motion is a relative term : An object at rest with respect to one object may also be in motion with respect to another object. u Reference point : A fixed point with respect to which an object changes its position is known as a reference point. u Distance : The length of actual path between the initial position and the final position of a moving object or body is known as distance travelled by the particle. u Displacement : The shortest distance between the initial and final positions of a moving object or body in a direction from initial to the final position of the particle is known as displacement of the particle. u Units of distance and displacement : SI unit of distance and displacement is metre (m). u Distance travelled by a body is always positive. u Displacement of body may be positive, negative or zero. u Ratio of the magnitude of displacement and the distance is equal to less than 1. u Uniform Motion : The motion of a body is said to be uniform if (i) it moves along a straight line and (ii) it covers equal distance in equal intervals of time, how-so-ever, small these intervals may be. u Non-uniform motion : The motion of a body is said to be non-uniform if it covers unequal distance in equal intervals of time. u Speed : The distance travelled by a body in unit time is known as the speed of the body. That is u Unit of speed : SI unit of speed is ms–1. u Uniform speed : If a moving body covers equal distances in equal intervals of time, the speed of the body is uniform. u Non-Uniform speed : If a moving body covers unequal distances in equal intervals of time, the speed of the body is non-uniform. u Average speed : The total distance travelled by a body during non-uniform motion divided by the time taken to travel this distance is called average speed. i.e. Average speed = u Velocity : The displacement of the body per unit time is known as the velocity of the body. That is, u Unit of velocity : SI unit of velocity is ms–1. u Uniform velocity : Velocity of a body is said to be uniform velocity if it covers equal displacements in equal intervals of time. u Non-uniform velocity : Velocity of a body is said to be non-uniform if it covers unequal displacement in equal intervals of time. u u Speed is a scalar quantity, whereas velocity is a vector quantity. u Speed of a body is always positive. u Velocity of body can be positive as well as negative. u Acceleration : Acceleration of a body is defined as the change in velocity per unit time. i.e. u Positive acceleration : When the velocity of a body increases with time, acceleration of body is said to be positive acceleration. Or When the change in velocity (Dv) of a body takes place in the direction of the motion of the body, then the acceleration of the body positive. u Negative acceleration or retardation or deceleration : If the velocity of the body decreases with time, then acceleration of body is negative acceleration of retardation. Or When the change in velocity (Dv) of a body takes place in a direction opposite to the direction of motion of the body, then the acceleration of the body is negative. u S.I. unitof acceleration is m/s2 u
24min
Newton Law of Motion Part 1 (Physics) - Lecture 5
 Force : Force is that cause which produces acceleration in the body on which it acts. A force or a set of forces can (a) change the speed of the body, (b) change the direction of motion of the body, and (c) change the shape of the body. If a single force acting on a body produces the same acceleration as produced by a number of forces, this single force is called the resultant or net of the individual forces. The SI unit of force is the newton, denoted by the symbol (N).  Balanced and unbalanced forces : If a set of forces acting on a body produces no acceleration in it, the forces are called balanced. If it produces a non zero acceleration, the forces are said to be unbalanced.  Some common forces : Friction is a force exerted parallel to two surfaces in contact. The effect of friction is to oppose slipping of the two surfaces against each other. A stretched spring pulls the bodies connected to its ends. A compressed spring pushes the bodies connected to its ends. A string always pulls an object tied at its end. The magnitude of the force of the pull is called the tension in the string. The force by which the earth attracts a body is called the weight of the body. It is equal to the mass of the body multiplied by the acceleration due to gravity (W = mg).  Newton’s laws of motion : First law :A body at rest will remain at rest and a body in motion will remain in uniform motion unless in motion will remain in uniform motion unless acted upon by an unbalanced force. Second law :The net force acting on a body is proportional to the product of the mass of the body and its acceleration. Third law :In any interaction between two bodies, the force applied by the first body on the second is equal and opposite to the force applied by the second body on the first.  Definition of newton : If a force acting on a 1 kg mass produces an acceleration of 1 m/s2 in it, the force is called one newton.  Linear momentum : The product of the mass of a body and its velocity is called the linear momentum of the body. The net force on a body is equal to change in its momentum per unit time.  Conservation of linear momentum : If the net external force acting on a system of particles is zero, the total linear momentum of the system remains constant.0
27min
Newton Law of Motion Numerical Part 2 (Physics) - Lecture 6
 Force : Force is that cause which produces acceleration in the body on which it acts. A force or a set of forces can (a) change the speed of the body, (b) change the direction of motion of the body, and (c) change the shape of the body. If a single force acting on a body produces the same acceleration as produced by a number of forces, this single force is called the resultant or net of the individual forces. The SI unit of force is the newton, denoted by the symbol (N).  Balanced and unbalanced forces : If a set of forces acting on a body produces no acceleration in it, the forces are called balanced. If it produces a non zero acceleration, the forces are said to be unbalanced.  Some common forces : Friction is a force exerted parallel to two surfaces in contact. The effect of friction is to oppose slipping of the two surfaces against each other. A stretched spring pulls the bodies connected to its ends. A compressed spring pushes the bodies connected to its ends. A string always pulls an object tied at its end. The magnitude of the force of the pull is called the tension in the string. The force by which the earth attracts a body is called the weight of the body. It is equal to the mass of the body multiplied by the acceleration due to gravity (W = mg).  Newton’s laws of motion : First law :A body at rest will remain at rest and a body in motion will remain in uniform motion unless in motion will remain in uniform motion unless acted upon by an unbalanced force. Second law :The net force acting on a body is proportional to the product of the mass of the body and its acceleration. Third law :In any interaction between two bodies, the force applied by the first body on the second is equal and opposite to the force applied by the second body on the first.  Definition of newton : If a force acting on a 1 kg mass produces an acceleration of 1 m/s2 in it, the force is called one newton.  Linear momentum : The product of the mass of a body and its velocity is called the linear momentum of the body. The net force on a body is equal to change in its momentum per unit time.  Conservation of linear momentum : If the net external force acting on a system of particles is zero, the total linear momentum of the system remains constant.0
21min
Work and Energy Part 1 (Physics) - Lecture 7
 Force : Force is that cause which produces acceleration in the body on which it acts. A force or a set of forces can (a) change the speed of the body, (b) change the direction of motion of the body, and (c) change the shape of the body. If a single force acting on a body produces the same acceleration as produced by a number of forces, this single force is called the resultant or net of the individual forces. The SI unit of force is the newton, denoted by the symbol (N).  Balanced and unbalanced forces : If a set of forces acting on a body produces no acceleration in it, the forces are called balanced. If it produces a non zero acceleration, the forces are said to be unbalanced.  Some common forces : Friction is a force exerted parallel to two surfaces in contact. The effect of friction is to oppose slipping of the two surfaces against each other. A stretched spring pulls the bodies connected to its ends. A compressed spring pushes the bodies connected to its ends. A string always pulls an object tied at its end. The magnitude of the force of the pull is called the tension in the string. The force by which the earth attracts a body is called the weight of the body. It is equal to the mass of the body multiplied by the acceleration due to gravity (W = mg).  Newton’s laws of motion : First law :A body at rest will remain at rest and a body in motion will remain in uniform motion unless in motion will remain in uniform motion unless acted upon by an unbalanced force. Second law :The net force acting on a body is proportional to the product of the mass of the body and its acceleration. Third law :In any interaction between two bodies, the force applied by the first body on the second is equal and opposite to the force applied by the second body on the first.  Definition of newton : If a force acting on a 1 kg mass produces an acceleration of 1 m/s2 in it, the force is called one newton.  Linear momentum : The product of the mass of a body and its velocity is called the linear momentum of the body. The net force on a body is equal to change in its momentum per unit time.  Conservation of linear momentum : If the net external force acting on a system of particles is zero, the total linear momentum of the system remains constant.0
14min
Work and Energy Power 2 (Physics) - Lecture 8
 Force : Force is that cause which produces acceleration in the body on which it acts. A force or a set of forces can (a) change the speed of the body, (b) change the direction of motion of the body, and (c) change the shape of the body. If a single force acting on a body produces the same acceleration as produced by a number of forces, this single force is called the resultant or net of the individual forces. The SI unit of force is the newton, denoted by the symbol (N).  Balanced and unbalanced forces : If a set of forces acting on a body produces no acceleration in it, the forces are called balanced. If it produces a non zero acceleration, the forces are said to be unbalanced.  Some common forces : Friction is a force exerted parallel to two surfaces in contact. The effect of friction is to oppose slipping of the two surfaces against each other. A stretched spring pulls the bodies connected to its ends. A compressed spring pushes the bodies connected to its ends. A string always pulls an object tied at its end. The magnitude of the force of the pull is called the tension in the string. The force by which the earth attracts a body is called the weight of the body. It is equal to the mass of the body multiplied by the acceleration due to gravity (W = mg).  Newton’s laws of motion : First law :A body at rest will remain at rest and a body in motion will remain in uniform motion unless in motion will remain in uniform motion unless acted upon by an unbalanced force. Second law :The net force acting on a body is proportional to the product of the mass of the body and its acceleration. Third law :In any interaction between two bodies, the force applied by the first body on the second is equal and opposite to the force applied by the second body on the first.  Definition of newton : If a force acting on a 1 kg mass produces an acceleration of 1 m/s2 in it, the force is called one newton.  Linear momentum : The product of the mass of a body and its velocity is called the linear momentum of the body. The net force on a body is equal to change in its momentum per unit time.  Conservation of linear momentum : If the net external force acting on a system of particles is zero, the total linear momentum of the system remains constant.0
10min
Gravitation Part 1 (Physics) - Lecture 9
1. The force of attraction between two bodies in the universe is known as gravitational force. 2. Gravitational force between two bodies of masses m1 and m2 separated by a distance r is given by F = 3. G = 6.673 × 10–11 Nm2 kg–2 is gravitational constant. 4. Gravitational force is large if masses of two bodies are very large. 5. Gravitational force of the earth on a body is known as gravity. 6. The fall of a body is known as free fall if it falls only under the action of gravitational force of earth in the absence of air resistance. 7. Acceleration with which a body falls towards the earth, the gravitational force of the earth is called acceleration due to gravity. It is denoted by 'g'. 8. In S.I., unit of 'g' is m s–2. 9. g=, where M is the mass of the earth and R is the radius of the earth. 10. The value of 'g' on the surface of the earth is 9.8 m s–2. 11. The value of 'g' on the surface of the moon = 1/6 times value of 'g' on the surface of the earth. 12. The value of 'g' decreases with height and depth from surface of the earth. 13. The value of 'g' at poles is more than at equator. 14. The value of 'g' is zero at the centre of the earth. 15. Mass is the quantity of matter contained in a body. 16. In S.I. unit of mass is kg. 17. Weight of a body is the force with which the earth attracts the body. Weight of body always acts at its centre of gravity and in the downward direction, W = mg. 18. In S.I., unit of weight is newton (N). 19. Mass of a body does not change but weight of a body is different at different places.
16min
Gravitation Part 2 (Physics) - Lecture 10
1. The force of attraction between two bodies in the universe is known as gravitational force. 2. Gravitational force between two bodies of masses m1 and m2 separated by a distance r is given by F = 3. G = 6.673 × 10–11 Nm2 kg–2 is gravitational constant. 4. Gravitational force is large if masses of two bodies are very large. 5. Gravitational force of the earth on a body is known as gravity. 6. The fall of a body is known as free fall if it falls only under the action of gravitational force of earth in the absence of air resistance. 7. Acceleration with which a body falls towards the earth, the gravitational force of the earth is called acceleration due to gravity. It is denoted by 'g'. 8. In S.I., unit of 'g' is m s–2. 9. g=, where M is the mass of the earth and R is the radius of the earth. 10. The value of 'g' on the surface of the earth is 9.8 m s–2. 11. The value of 'g' on the surface of the moon = 1/6 times value of 'g' on the surface of the earth. 12. The value of 'g' decreases with height and depth from surface of the earth. 13. The value of 'g' at poles is more than at equator. 14. The value of 'g' is zero at the centre of the earth. 15. Mass is the quantity of matter contained in a body. 16. In S.I. unit of mass is kg. 17. Weight of a body is the force with which the earth attracts the body. Weight of body always acts at its centre of gravity and in the downward direction, W = mg. 18. In S.I., unit of weight is newton (N). 19. Mass of a body does not change but weight of a body is different at different places.
37min
Gravitation Numerical Part 3 (Physics) - Lecture 11
1. The force of attraction between two bodies in the universe is known as gravitational force. 2. Gravitational force between two bodies of masses m1 and m2 separated by a distance r is given by F = 3. G = 6.673 × 10–11 Nm2 kg–2 is gravitational constant. 4. Gravitational force is large if masses of two bodies are very large. 5. Gravitational force of the earth on a body is known as gravity. 6. The fall of a body is known as free fall if it falls only under the action of gravitational force of earth in the absence of air resistance. 7. Acceleration with which a body falls towards the earth, the gravitational force of the earth is called acceleration due to gravity. It is denoted by 'g'. 8. In S.I., unit of 'g' is m s–2. 9. g=, where M is the mass of the earth and R is the radius of the earth. 10. The value of 'g' on the surface of the earth is 9.8 m s–2. 11. The value of 'g' on the surface of the moon = 1/6 times value of 'g' on the surface of the earth. 12. The value of 'g' decreases with height and depth from surface of the earth. 13. The value of 'g' at poles is more than at equator. 14. The value of 'g' is zero at the centre of the earth. 15. Mass is the quantity of matter contained in a body. 16. In S.I. unit of mass is kg. 17. Weight of a body is the force with which the earth attracts the body. Weight of body always acts at its centre of gravity and in the downward direction, W = mg. 18. In S.I., unit of weight is newton (N). 19. Mass of a body does not change but weight of a body is different at different places.
16min
Gravitation Numerical Part 3 (Physics) - Lecture 11
1. The force of attraction between two bodies in the universe is known as gravitational force. 2. Gravitational force between two bodies of masses m1 and m2 separated by a distance r is given by F = 3. G = 6.673 × 10–11 Nm2 kg–2 is gravitational constant. 4. Gravitational force is large if masses of two bodies are very large. 5. Gravitational force of the earth on a body is known as gravity. 6. The fall of a body is known as free fall if it falls only under the action of gravitational force of earth in the absence of air resistance. 7. Acceleration with which a body falls towards the earth, the gravitational force of the earth is called acceleration due to gravity. It is denoted by 'g'. 8. In S.I., unit of 'g' is m s–2. 9. g=, where M is the mass of the earth and R is the radius of the earth. 10. The value of 'g' on the surface of the earth is 9.8 m s–2. 11. The value of 'g' on the surface of the moon = 1/6 times value of 'g' on the surface of the earth. 12. The value of 'g' decreases with height and depth from surface of the earth. 13. The value of 'g' at poles is more than at equator. 14. The value of 'g' is zero at the centre of the earth. 15. Mass is the quantity of matter contained in a body. 16. In S.I. unit of mass is kg. 17. Weight of a body is the force with which the earth attracts the body. Weight of body always acts at its centre of gravity and in the downward direction, W = mg. 18. In S.I., unit of weight is newton (N). 19. Mass of a body does not change but weight of a body is different at different places.
16min
Sound Part 1 (Physics) - Lecture 12
1. Sound : Sound is a form of energy which produces a sensation of hearing in our ears. 2. Source of sound and its propagation : A source of vibration motion of an object is normally a source of sound. 3. Characteristics of the medium required for the propagation of sound: (i) Medium must be elastic so that the medium particles have the tendency to return back to their original positions after the displacement. (ii) Medium must have the inertia so that its particles have the capacity to store the energy. The frictional resistance of the medium should be negligible to minimise the loss of energy in propagation. 4. Types of waves (i) Mechanical waves : A mechanical wave is a periodic disturbance which requires a material medium for its propagation. On the basis of motion of particles the mechanical waves are classified into two parts. (a) Transverse wave (b) Longitudinal wave (a) Transverse wave : When the particles of the medium vibrate in a direction perpendicular to the direction of propagation of the wave, the wave is known as the transverse wave. For example, waves produced in a stretched string. (b) Longitudinal wave : When the particles of the medium vibrate along the direction of propagation of the wave then the wave is known as the longitudinal wave. For example sound wave in air. (ii) Electromagnetic waves : The waves which do not require medium for propagation are called electromagnetic waves these waves can travel through vacuum also. For example, light waves, X-rays. 5. Characteristics of a sound wave Frequency : The number of vibrations per second is called frequency. The unit of frequency is hertz (ii) Amplitude: The maximum displacement of each particle from its mean position is called amplitude. The S.I. unit of amplitude is metre (m). (iii) Time period: The time taken to complete one vibration is called time period. Frequency= 1/(Time period) or v = 1/T (iv) Wavelength: The distance between two nearest (adjacent) crests or troughs of a wave is called its wavelength. (v) Velocity of wave: The distance travelled by a wave in one second is called velocity of the wave (or speed of the wave). The S.I. unit for the velocity of a wave is metres per second (m/s or ms-1). (vi) Pitch : Pitch is the sensation (brain interpretation) of the frequency of an emitted sound and is the characteristic which distinguishes a shrill (or sharp) sound from a grave (or flat) sound. (vii) Loudness : It is a measure of the sound energy reaching the ear per second. 6. Reflection of sound : When sound waves strike a surface, they return back into the same medium. This phenomenon is called reflection. 7. Laws of reflection : Angle of incidence is equal the angle of reflection. The incident wave, the reflected wave and the normal all lie in the same plane. 8. Echo : Phenomenon of hearing back our own sound is called an echo. It is due to successive reflection from the surfaces obstacles of large size. 9. Relation between speed of sound, time of hearing echo and distance of reflection body :Ift is the time at which an echo is heard, d is the distance between the source of sound and the reflecting body and v is the speed of sound. The total distance travelled by the sound is 2d. speed of sound, v = 2d/t or d = vt/2 10. Conditions for the formation of Echoes (i) The minimum distance between the source of sound and the reflecting body should be 17.2 metres. (ii) The wavelength of sound should be less than the height of the reflecting body. (iii) The intensity of sound should be sufficient so that it can be heard after reflection. 11. Reverberation : Persistence of sound after its production is stopped, is called reverberation. A short reverberation is desirable in a concert hall (where music is being played) because it gives ‘life’ to sound. Too much reverberation confuses the programmers and must be reduced to reduce reverberation. 12. Range of Hearing : The audible range of sound for human beings extends from about 20 Hz to 20,000 Hz (one Hz = one cycle/s). Sounds of frequencies below 20 Hz are called infrasonic sound or infrasound. Frequencies higher than 20 kHz are called ultrasonic sound or ultra sound. Ultrasound is produced by dolphins. 13. Applications of ultrasound : The ultrasound is commonly used for medical diagnosis and therapy, and also as a surgical tool. It is also used in a wide variety of industrial applications and processes. Some creatures use ultrasound for information exchange and for the detection and location of objects. Also some bats and porpoises are found to use ultrasound for navi gation and to locate food in darkness or at a place where there is inadequate light for vision (method of search is called echolocation). 14. Sonar : SONAR means Sound Navigation Rang-ing. In this sound waves (ultrasonic) are used [microwaves are absorbed by water)]. Sound waves are emitted by a source. These waves travel in water with velocity v. The waves re-flected by targets (like submarine bottom sea) are detected. Uses (i) The SONAR system is used for detecting the presence of unseen underwater objects, such as a submerged submarine, a sunken ship, sea rock or a hidden iceberg, and locating them accurately. (ii) The principle of SONAR is also used in industry of detection of flaws in metal blocks or sheets without damaging them. 15. Human ear : It is a highly sensitive part of the human body which enables us to hear a sound. It converts the pressure variations in air with audiable frequencies into electric signals which travel to the brain via the auditory nerve. The human ear has three main parts. Their auditory functions are as follows: (i) Outer ear : The outer ear is called `pinna’. It collects the sound from the suri-ounding. The collected sound passes through the auditory canal. At the end of the auditory canal there is a thin membrane called the ear drum or tympanic membrane. When compression of the medium produced due to vibration of the object reaches the ear drum, the pressure on the outside of the membrane increases and forces the eardrum inward. Similarly, the eardrum moves outward when a rarefaction reaches. In this way the ear drum vibrates. (ii) Middle ear: The vibrations are amplified several times by three bones (the hammer, anvil and stirrup) in the middle ear which act as levers. The middle ear transmits the amplified pressure variations received from the sound wave to the inner ear. (iii) Inner ear: In the inner ear, the pressure variations are turned into electrical signals by the cochlea. These electrical signals are sent to the brain via the auditory nerve, and the brain interprets them as sound.
20min
Sound Part 2 (Physics) - Lecture 13
1. Sound : Sound is a form of energy which produces a sensation of hearing in our ears. 2. Source of sound and its propagation : A source of vibration motion of an object is normally a source of sound. 3. Characteristics of the medium required for the propagation of sound: (i) Medium must be elastic so that the medium particles have the tendency to return back to their original positions after the displacement. (ii) Medium must have the inertia so that its particles have the capacity to store the energy. The frictional resistance of the medium should be negligible to minimise the loss of energy in propagation. 4. Types of waves (i) Mechanical waves : A mechanical wave is a periodic disturbance which requires a material medium for its propagation. On the basis of motion of particles the mechanical waves are classified into two parts. (a) Transverse wave (b) Longitudinal wave (a) Transverse wave : When the particles of the medium vibrate in a direction perpendicular to the direction of propagation of the wave, the wave is known as the transverse wave. For example, waves produced in a stretched string. (b) Longitudinal wave : When the particles of the medium vibrate along the direction of propagation of the wave then the wave is known as the longitudinal wave. For example sound wave in air. (ii) Electromagnetic waves : The waves which do not require medium for propagation are called electromagnetic waves these waves can travel through vacuum also. For example, light waves, X-rays. 5. Characteristics of a sound wave Frequency : The number of vibrations per second is called frequency. The unit of frequency is hertz (ii) Amplitude: The maximum displacement of each particle from its mean position is called amplitude. The S.I. unit of amplitude is metre (m). (iii) Time period: The time taken to complete one vibration is called time period. Frequency= 1/(Time period) or v = 1/T (iv) Wavelength: The distance between two nearest (adjacent) crests or troughs of a wave is called its wavelength. (v) Velocity of wave: The distance travelled by a wave in one second is called velocity of the wave (or speed of the wave). The S.I. unit for the velocity of a wave is metres per second (m/s or ms-1). (vi) Pitch : Pitch is the sensation (brain interpretation) of the frequency of an emitted sound and is the characteristic which distinguishes a shrill (or sharp) sound from a grave (or flat) sound. (vii) Loudness : It is a measure of the sound energy reaching the ear per second. 6. Reflection of sound : When sound waves strike a surface, they return back into the same medium. This phenomenon is called reflection. 7. Laws of reflection : Angle of incidence is equal the angle of reflection. The incident wave, the reflected wave and the normal all lie in the same plane. 8. Echo : Phenomenon of hearing back our own sound is called an echo. It is due to successive reflection from the surfaces obstacles of large size. 9. Relation between speed of sound, time of hearing echo and distance of reflection body :Ift is the time at which an echo is heard, d is the distance between the source of sound and the reflecting body and v is the speed of sound. The total distance travelled by the sound is 2d. speed of sound, v = 2d/t or d = vt/2 10. Conditions for the formation of Echoes (i) The minimum distance between the source of sound and the reflecting body should be 17.2 metres. (ii) The wavelength of sound should be less than the height of the reflecting body. (iii) The intensity of sound should be sufficient so that it can be heard after reflection. 11. Reverberation : Persistence of sound after its production is stopped, is called reverberation. A short reverberation is desirable in a concert hall (where music is being played) because it gives ‘life’ to sound. Too much reverberation confuses the programmers and must be reduced to reduce reverberation. 12. Range of Hearing : The audible range of sound for human beings extends from about 20 Hz to 20,000 Hz (one Hz = one cycle/s). Sounds of frequencies below 20 Hz are called infrasonic sound or infrasound. Frequencies higher than 20 kHz are called ultrasonic sound or ultra sound. Ultrasound is produced by dolphins. 13. Applications of ultrasound : The ultrasound is commonly used for medical diagnosis and therapy, and also as a surgical tool. It is also used in a wide variety of industrial applications and processes. Some creatures use ultrasound for information exchange and for the detection and location of objects. Also some bats and porpoises are found to use ultrasound for navi gation and to locate food in darkness or at a place where there is inadequate light for vision (method of search is called echolocation). 14. Sonar : SONAR means Sound Navigation Rang-ing. In this sound waves (ultrasonic) are used [microwaves are absorbed by water)]. Sound waves are emitted by a source. These waves travel in water with velocity v. The waves re-flected by targets (like submarine bottom sea) are detected. Uses (i) The SONAR system is used for detecting the presence of unseen underwater objects, such as a submerged submarine, a sunken ship, sea rock or a hidden iceberg, and locating them accurately. (ii) The principle of SONAR is also used in industry of detection of flaws in metal blocks or sheets without damaging them. 15. Human ear : It is a highly sensitive part of the human body which enables us to hear a sound. It converts the pressure variations in air with audiable frequencies into electric signals which travel to the brain via the auditory nerve. The human ear has three main parts. Their auditory functions are as follows: (i) Outer ear : The outer ear is called `pinna’. It collects the sound from the suri-ounding. The collected sound passes through the auditory canal. At the end of the auditory canal there is a thin membrane called the ear drum or tympanic membrane. When compression of the medium produced due to vibration of the object reaches the ear drum, the pressure on the outside of the membrane increases and forces the eardrum inward. Similarly, the eardrum moves outward when a rarefaction reaches. In this way the ear drum vibrates. (ii) Middle ear: The vibrations are amplified several times by three bones (the hammer, anvil and stirrup) in the middle ear which act as levers. The middle ear transmits the amplified pressure variations received from the sound wave to the inner ear. (iii) Inner ear: In the inner ear, the pressure variations are turned into electrical signals by the cochlea. These electrical signals are sent to the brain via the auditory nerve, and the brain interprets them as sound.
min
Sound Numerical Part 3 (Physics) - Lecture 14
1. Sound : Sound is a form of energy which produces a sensation of hearing in our ears. 2. Source of sound and its propagation : A source of vibration motion of an object is normally a source of sound. 3. Characteristics of the medium required for the propagation of sound: (i) Medium must be elastic so that the medium particles have the tendency to return back to their original positions after the displacement. (ii) Medium must have the inertia so that its particles have the capacity to store the energy. The frictional resistance of the medium should be negligible to minimise the loss of energy in propagation. 4. Types of waves (i) Mechanical waves : A mechanical wave is a periodic disturbance which requires a material medium for its propagation. On the basis of motion of particles the mechanical waves are classified into two parts. (a) Transverse wave (b) Longitudinal wave (a) Transverse wave : When the particles of the medium vibrate in a direction perpendicular to the direction of propagation of the wave, the wave is known as the transverse wave. For example, waves produced in a stretched string. (b) Longitudinal wave : When the particles of the medium vibrate along the direction of propagation of the wave then the wave is known as the longitudinal wave. For example sound wave in air. (ii) Electromagnetic waves : The waves which do not require medium for propagation are called electromagnetic waves these waves can travel through vacuum also. For example, light waves, X-rays. 5. Characteristics of a sound wave Frequency : The number of vibrations per second is called frequency. The unit of frequency is hertz (ii) Amplitude: The maximum displacement of each particle from its mean position is called amplitude. The S.I. unit of amplitude is metre (m). (iii) Time period: The time taken to complete one vibration is called time period. Frequency= 1/(Time period) or v = 1/T (iv) Wavelength: The distance between two nearest (adjacent) crests or troughs of a wave is called its wavelength. (v) Velocity of wave: The distance travelled by a wave in one second is called velocity of the wave (or speed of the wave). The S.I. unit for the velocity of a wave is metres per second (m/s or ms-1). (vi) Pitch : Pitch is the sensation (brain interpretation) of the frequency of an emitted sound and is the characteristic which distinguishes a shrill (or sharp) sound from a grave (or flat) sound. (vii) Loudness : It is a measure of the sound energy reaching the ear per second. 6. Reflection of sound : When sound waves strike a surface, they return back into the same medium. This phenomenon is called reflection. 7. Laws of reflection : Angle of incidence is equal the angle of reflection. The incident wave, the reflected wave and the normal all lie in the same plane. 8. Echo : Phenomenon of hearing back our own sound is called an echo. It is due to successive reflection from the surfaces obstacles of large size. 9. Relation between speed of sound, time of hearing echo and distance of reflection body :Ift is the time at which an echo is heard, d is the distance between the source of sound and the reflecting body and v is the speed of sound. The total distance travelled by the sound is 2d. speed of sound, v = 2d/t or d = vt/2 10. Conditions for the formation of Echoes (i) The minimum distance between the source of sound and the reflecting body should be 17.2 metres. (ii) The wavelength of sound should be less than the height of the reflecting body. (iii) The intensity of sound should be sufficient so that it can be heard after reflection. 11. Reverberation : Persistence of sound after its production is stopped, is called reverberation. A short reverberation is desirable in a concert hall (where music is being played) because it gives ‘life’ to sound. Too much reverberation confuses the programmers and must be reduced to reduce reverberation. 12. Range of Hearing : The audible range of sound for human beings extends from about 20 Hz to 20,000 Hz (one Hz = one cycle/s). Sounds of frequencies below 20 Hz are called infrasonic sound or infrasound. Frequencies higher than 20 kHz are called ultrasonic sound or ultra sound. Ultrasound is produced by dolphins. 13. Applications of ultrasound : The ultrasound is commonly used for medical diagnosis and therapy, and also as a surgical tool. It is also used in a wide variety of industrial applications and processes. Some creatures use ultrasound for information exchange and for the detection and location of objects. Also some bats and porpoises are found to use ultrasound for navi gation and to locate food in darkness or at a place where there is inadequate light for vision (method of search is called echolocation). 14. Sonar : SONAR means Sound Navigation Rang-ing. In this sound waves (ultrasonic) are used [microwaves are absorbed by water)]. Sound waves are emitted by a source. These waves travel in water with velocity v. The waves re-flected by targets (like submarine bottom sea) are detected. Uses (i) The SONAR system is used for detecting the presence of unseen underwater objects, such as a submerged submarine, a sunken ship, sea rock or a hidden iceberg, and locating them accurately. (ii) The principle of SONAR is also used in industry of detection of flaws in metal blocks or sheets without damaging them. 15. Human ear : It is a highly sensitive part of the human body which enables us to hear a sound. It converts the pressure variations in air with audiable frequencies into electric signals which travel to the brain via the auditory nerve. The human ear has three main parts. Their auditory functions are as follows: (i) Outer ear : The outer ear is called `pinna’. It collects the sound from the suri-ounding. The collected sound passes through the auditory canal. At the end of the auditory canal there is a thin membrane called the ear drum or tympanic membrane. When compression of the medium produced due to vibration of the object reaches the ear drum, the pressure on the outside of the membrane increases and forces the eardrum inward. Similarly, the eardrum moves outward when a rarefaction reaches. In this way the ear drum vibrates. (ii) Middle ear: The vibrations are amplified several times by three bones (the hammer, anvil and stirrup) in the middle ear which act as levers. The middle ear transmits the amplified pressure variations received from the sound wave to the inner ear. (iii) Inner ear: In the inner ear, the pressure variations are turned into electrical signals by the cochlea. These electrical signals are sent to the brain via the auditory nerve, and the brain interprets them as sound.
11min
Electric Current Part 1 (Physics) - Lecture 15
Electric current : An electric current is defined as the amount of charge flowing through any cross-section of a conductor per unit time, I = . Electric current is a scalar quantity.  Electric current in terms of number of electrons (n) in a conductor, I = , e = charge on an electron = –1.6 × 10–19 C.  In a metallic wire or conductor, the flow of electric current is due to the flow of electrons from one end to the other end of the wire.  Charge carrier in a metallic wire are conduction elements.  6.25 × 1018 electrons make one coulomb of charge.  S.I. unit of electric current is ampere (A).  Ampere (A) : Electric current through a conductor is said to be 1 ampere if one coulomb charge flows through any cross-section of the conductor in one second.  Ammeter is used to measure electric current.  Ammeter is always connected in series in an electric circuit.  Electric potential is defined as work done per unit charge. V =  Electric potential is a scalar quantity.  Electric potential difference is defined as the work done in moving a unit positive charge from one point to another point. dV =  SI unit of electric potential is volt (V).  Voltmeter is used to measure the potential difference between two points in an electric circuit.  Voltmeter is always connected in parallel in an electric circuit.  Ohm's Law : This law states that, "the electric current flowing in a conductor is directly proportional to the potential difference across the ends of the conductor, provided the temperature and other physical conditions of the conductor remain the same".  Resistance (R) : Resistance of a conductor is the ability of the conductor to oppose the flow of charge through it.  Unit of resistance is ohm.  1 Ohm : Resistance of a conductor is said to be 1 ohm if a potential difference of 1 volt across the ends of the conductor produces a current of 1 ampere through it. Resistor is a component (say a metallic wire) in an electric circuit which offers resistance to the flow of electrons constituting the electric current in the electric circuit.  Law of Resistance : (i) Resistance of a conductor depends upon the nature of the material of the conductor. (ii) Resistance of a conductor is directly proportional to the length of the conductor. (iii) Resistance of a conductor is inversely proportional to the each of cross-section of the conductor. (iv) Resistance of metallic conductor increases with the increase of temperature and decreases with the decrease of the temperature.  R =  Resistivity or Specific Resistance () : Resistivity is defined as the resistance of the conductor of unit length and unit area of cross-section.  Unit of Resistivity : In CGS system, unit if resistivity is ohm-cm. In SI system, unit of resistivity is ohm-metre.  Two or more resistors are said to be connected in series if same amount of current flows through these resistors.  The effective resistance of series combination of resistors is the algebraic sum of the individual resistances of the resistors in the combination.  An electric bulb or a heater or a metallic wire acts as a resistor.  If one of the electric bulbs connected in a series is fused, then no electric bulb will glow inspite of the fact that the combination is connected with a source of electric current.  Two or more resistors are said to be connected in parallel if the potential difference across each resistor is equal to the applied potential difference across the combination of the resistors.  The effective resistance of the resistors connected in parallel is less than the minimum resistance of a resistor in the combination.  Resistors are connected in series if the resistance of the electric circuit is to be increased.  Resistors are connected in parallel if the resistance of the electric circuit is to be decreased.  Joule's Law of Heating : The amount of heat produced in a conductor is (i) Directly proportional to the square of the electric current flowing through it. (ii) Directly proportional to the resistance of the conductor. (iii) Directly proportional to the time for which the electric current flows through the conductor. H = I2Rt (joule)  Electric fuse is a safety device used to save the electric appliances from burning.  Electric fuse is a wire made of a material having low melting point.  Electric fuse wire is made of copper or tin-lead alloy.  Electric energy : The work done by a source of electricity to maintain a current in an electric circuit is known as electric energy. E = VIt  Electric power : Electric power is defined as the amount of electric work done in one second. P = VI = I2R = V2 / R  SI unit of power is watt.  Practical unit of power is horse power (h.p.) 1 h.p. = 746 W  Electric energy = Electric power × time  Commercial unit of Energy : kilowatt-hour (kWh)  1 kWh = 3.6 × 106 J
29min
Electric Current Part 2 (Physics) - Lecture 16
Electric current : An electric current is defined as the amount of charge flowing through any cross-section of a conductor per unit time, I = . Electric current is a scalar quantity.  Electric current in terms of number of electrons (n) in a conductor, I = , e = charge on an electron = –1.6 × 10–19 C.  In a metallic wire or conductor, the flow of electric current is due to the flow of electrons from one end to the other end of the wire.  Charge carrier in a metallic wire are conduction elements.  6.25 × 1018 electrons make one coulomb of charge.  S.I. unit of electric current is ampere (A).  Ampere (A) : Electric current through a conductor is said to be 1 ampere if one coulomb charge flows through any cross-section of the conductor in one second.  Ammeter is used to measure electric current.  Ammeter is always connected in series in an electric circuit.  Electric potential is defined as work done per unit charge. V =  Electric potential is a scalar quantity.  Electric potential difference is defined as the work done in moving a unit positive charge from one point to another point. dV =  SI unit of electric potential is volt (V).  Voltmeter is used to measure the potential difference between two points in an electric circuit.  Voltmeter is always connected in parallel in an electric circuit.  Ohm's Law : This law states that, "the electric current flowing in a conductor is directly proportional to the potential difference across the ends of the conductor, provided the temperature and other physical conditions of the conductor remain the same".  Resistance (R) : Resistance of a conductor is the ability of the conductor to oppose the flow of charge through it.  Unit of resistance is ohm.  1 Ohm : Resistance of a conductor is said to be 1 ohm if a potential difference of 1 volt across the ends of the conductor produces a current of 1 ampere through it. Resistor is a component (say a metallic wire) in an electric circuit which offers resistance to the flow of electrons constituting the electric current in the electric circuit.  Law of Resistance : (i) Resistance of a conductor depends upon the nature of the material of the conductor. (ii) Resistance of a conductor is directly proportional to the length of the conductor. (iii) Resistance of a conductor is inversely proportional to the each of cross-section of the conductor. (iv) Resistance of metallic conductor increases with the increase of temperature and decreases with the decrease of the temperature.  R =  Resistivity or Specific Resistance () : Resistivity is defined as the resistance of the conductor of unit length and unit area of cross-section.  Unit of Resistivity : In CGS system, unit if resistivity is ohm-cm. In SI system, unit of resistivity is ohm-metre.  Two or more resistors are said to be connected in series if same amount of current flows through these resistors.  The effective resistance of series combination of resistors is the algebraic sum of the individual resistances of the resistors in the combination.  An electric bulb or a heater or a metallic wire acts as a resistor.  If one of the electric bulbs connected in a series is fused, then no electric bulb will glow inspite of the fact that the combination is connected with a source of electric current.  Two or more resistors are said to be connected in parallel if the potential difference across each resistor is equal to the applied potential difference across the combination of the resistors.  The effective resistance of the resistors connected in parallel is less than the minimum resistance of a resistor in the combination.  Resistors are connected in series if the resistance of the electric circuit is to be increased.  Resistors are connected in parallel if the resistance of the electric circuit is to be decreased.  Joule's Law of Heating : The amount of heat produced in a conductor is (i) Directly proportional to the square of the electric current flowing through it. (ii) Directly proportional to the resistance of the conductor. (iii) Directly proportional to the time for which the electric current flows through the conductor. H = I2Rt (joule)  Electric fuse is a safety device used to save the electric appliances from burning.  Electric fuse is a wire made of a material having low melting point.  Electric fuse wire is made of copper or tin-lead alloy.  Electric energy : The work done by a source of electricity to maintain a current in an electric circuit is known as electric energy. E = VIt  Electric power : Electric power is defined as the amount of electric work done in one second. P = VI = I2R = V2 / R  SI unit of power is watt.  Practical unit of power is horse power (h.p.) 1 h.p. = 746 W  Electric energy = Electric power × time  Commercial unit of Energy : kilowatt-hour (kWh)  1 kWh = 3.6 × 106 J
17min
Electric Current Part 3 (Physics) - Lecture 17
Electric current : An electric current is defined as the amount of charge flowing through any cross-section of a conductor per unit time, I = . Electric current is a scalar quantity.  Electric current in terms of number of electrons (n) in a conductor, I = , e = charge on an electron = –1.6 × 10–19 C.  In a metallic wire or conductor, the flow of electric current is due to the flow of electrons from one end to the other end of the wire.  Charge carrier in a metallic wire are conduction elements.  6.25 × 1018 electrons make one coulomb of charge.  S.I. unit of electric current is ampere (A).  Ampere (A) : Electric current through a conductor is said to be 1 ampere if one coulomb charge flows through any cross-section of the conductor in one second.  Ammeter is used to measure electric current.  Ammeter is always connected in series in an electric circuit.  Electric potential is defined as work done per unit charge. V =  Electric potential is a scalar quantity.  Electric potential difference is defined as the work done in moving a unit positive charge from one point to another point. dV =  SI unit of electric potential is volt (V).  Voltmeter is used to measure the potential difference between two points in an electric circuit.  Voltmeter is always connected in parallel in an electric circuit.  Ohm's Law : This law states that, "the electric current flowing in a conductor is directly proportional to the potential difference across the ends of the conductor, provided the temperature and other physical conditions of the conductor remain the same".  Resistance (R) : Resistance of a conductor is the ability of the conductor to oppose the flow of charge through it.  Unit of resistance is ohm.  1 Ohm : Resistance of a conductor is said to be 1 ohm if a potential difference of 1 volt across the ends of the conductor produces a current of 1 ampere through it. Resistor is a component (say a metallic wire) in an electric circuit which offers resistance to the flow of electrons constituting the electric current in the electric circuit.  Law of Resistance : (i) Resistance of a conductor depends upon the nature of the material of the conductor. (ii) Resistance of a conductor is directly proportional to the length of the conductor. (iii) Resistance of a conductor is inversely proportional to the each of cross-section of the conductor. (iv) Resistance of metallic conductor increases with the increase of temperature and decreases with the decrease of the temperature.  R =  Resistivity or Specific Resistance () : Resistivity is defined as the resistance of the conductor of unit length and unit area of cross-section.  Unit of Resistivity : In CGS system, unit if resistivity is ohm-cm. In SI system, unit of resistivity is ohm-metre.  Two or more resistors are said to be connected in series if same amount of current flows through these resistors.  The effective resistance of series combination of resistors is the algebraic sum of the individual resistances of the resistors in the combination.  An electric bulb or a heater or a metallic wire acts as a resistor.  If one of the electric bulbs connected in a series is fused, then no electric bulb will glow inspite of the fact that the combination is connected with a source of electric current.  Two or more resistors are said to be connected in parallel if the potential difference across each resistor is equal to the applied potential difference across the combination of the resistors.  The effective resistance of the resistors connected in parallel is less than the minimum resistance of a resistor in the combination.  Resistors are connected in series if the resistance of the electric circuit is to be increased.  Resistors are connected in parallel if the resistance of the electric circuit is to be decreased.  Joule's Law of Heating : The amount of heat produced in a conductor is (i) Directly proportional to the square of the electric current flowing through it. (ii) Directly proportional to the resistance of the conductor. (iii) Directly proportional to the time for which the electric current flows through the conductor. H = I2Rt (joule)  Electric fuse is a safety device used to save the electric appliances from burning.  Electric fuse is a wire made of a material having low melting point.  Electric fuse wire is made of copper or tin-lead alloy.  Electric energy : The work done by a source of electricity to maintain a current in an electric circuit is known as electric energy. E = VIt  Electric power : Electric power is defined as the amount of electric work done in one second. P = VI = I2R = V2 / R  SI unit of power is watt.  Practical unit of power is horse power (h.p.) 1 h.p. = 746 W  Electric energy = Electric power × time  Commercial unit of Energy : kilowatt-hour (kWh)  1 kWh = 3.6 × 106 J
11min
Magnetic Effect of Electric Current Part 1 (Physics) - Lecture 18
 Hans Christian oersted discovered a relationship between electricity and magnetism.  A current carrying wire behaves as a magnet.  When a current passes through a wire, a magnetic field is set up around the wire. This effect of current is called magnetic effect of current.  Like magnetic poles repel each other and unlike magnetic poles attract each other.  Magnetic field is space or region around a current carrying wire or a magnet within which its influence is felt by another magnet.  Magnetic field line : The path along which a free unit north pole moves in a magnetic field is called magnetic field line. The tangent at any point on a magnetic field line gives the direction of the magnetic field at that point.  Two magnetic field lines can't intersect or cross each other.  Magnetic field lines are crowded in a region of strong magnetic field.  Magnetic field lines are far apart in a region of weak magnetic field.  When current passes through a straight wire or conductor, a magnetic field is set up around the wire or conductor.  Magnetic field around a current carrying wire or conductor is represented by concentric circles centred at the wire or the conductor.  The direction of magnetic field around the current carrying conductor is determined by Right Hand Thumb Rule.  Magnetic field around a current carrying wire increases with the increase in the current passing through the wire.  Magnetic field around a current carrying wire or conductor is represented by concentric circles centred at the wire or the conductor.  The direction of magnetic field around the current carrying conductor is determined by Right Hand Thumb Rule.  Magnetic field around a current carrying wire increases with the increase in the current passing through the wire.  Magnetic field around a current carrying wire decreases as we go away from the wire.  Magnetic field due to a very long wire like a power transmission line carrying current I and at a distance r from the wire is given by B = ; where, µ0 = 4 × 10–7 TmA–1  Two parallel wires or conductors carrying current in the same directs attract each other.  Two parallel wires or conductors carrying current in the opposite directions repel each other.  The magnetic field around a straight current carrying conductor or wire can be increased by bending it into a circular loop.  The strength of magnetic field produced at the centre of a circular loop of a wire is (i) directly proportional to the amount of current passing through the loop of the wire. (ii) directly proportional to the number of turns of the circular loop of the wire. (iii) inversely proportional to the radius of the circular loop of the wire.  Magnetic field produced by a current carrying circular wire or loop decreases on both sides along the axis of the circular wire.  A solenoid is a coil of many turns of an insulated copper wire closely wound in the shape of a tight spring.  Magnetic field inside a current carrying solenoid is uniform magnetic field.  A solenoid carrying current behaves like a bar magnet.  A soft iron rod placed in a current carrying solenoid is known as electromagnet.  A current carrying conductor placed perpendicular to the magnetic field experience a force.  The force acting on a current carrying conductor placed perpendicular to the magnetic field B is given by F = BIl  Direction of force experienced by a current carrying conductor placed in a magnetic field is determined by Fleming’s Left Hand Rule.  No Force acts on a current carrying conductor when placed parallel to the magnetic field.  SI unit of magnetic field is tesla (T).  Force acts on a charge moving perpendicular to the magnetic field. This force is called Lorentz force.  Force acting on a charge Q moving with velocity v perpendicular to the magnetic field B is given by F = BQV  No force acts on a charge moving parallel to the magnetic field B.  Direction of force experienced by a moving charge in a magnetic field is determined by Right Hand Rule.  Electric motor is a device which converts electrical energy into mechanical energy.  Principle of electric motor : Electric motor works on the principle that a current carrying conductor placed perpendicular to a magnetic field experiences a force.  The phenomenon of producing induced current in a closed circuit due to the change in magnetic field in the circuit is known as electromagnetic induction.  More induced current flows through a closed coil if a bar magnet is brought towards or away from the coil with large speed.  No induced current flows through a closed coil if magnetic field linked with it does not change.  Direction of induced current in a conductor is determined by Fleming’s Right hand rule.  Direct current is an electric current whose magnitude is either constant or variable but the direction of flow in a conductor remains the same.  Frequency of direct current is zero.  Alternating current is an electric current whose magnitude changes with time and direction reverse periodically.  In India, frequency of A.C. is 50 Hz.  A.C. is more dangerous than D.C.  Electric generator is a device used to convert mechanical energy into electrical energy.  Electric generator works on the principle of electromagnetic induction.  To supply electric power from one place to another place, three wires known as phase wire (or live wire), neutral wire and earth wire are used.  The potential difference between the live wire and neutral wire in a household supply of electric power is 220 V.  Current rating of a fuse is the maximum amount of electric current that can be passed through the fuse wire without melting it.  Current rating of a fuse wire in a circuit having bulbs and tubes is 5A.  Current rating of a fuse wire in a circuit having heating appliances is 15A.  Electric fuse is a safety device used to save the electrical appliances from burning when large current flows in the circuit.  Electric fuse is made of a material of low melting point.  Material used for making a fuse wire is made of copper / aluminium / tin-lead alloy.  Short Circuiting : When live wire and neutral wire come in direct contact, the resistance of the circuit becomes very small. Hence huge current flows through the circuit. This huge current produces large amount of heat in the circuit and the circuit catches fire. This is known as short circuiting.
21min
Magnetic Effect of Electric Current Part 2 (Physics) - Lecture 19
 Hans Christian oersted discovered a relationship between electricity and magnetism.  A current carrying wire behaves as a magnet.  When a current passes through a wire, a magnetic field is set up around the wire. This effect of current is called magnetic effect of current.  Like magnetic poles repel each other and unlike magnetic poles attract each other.  Magnetic field is space or region around a current carrying wire or a magnet within which its influence is felt by another magnet.  Magnetic field line : The path along which a free unit north pole moves in a magnetic field is called magnetic field line. The tangent at any point on a magnetic field line gives the direction of the magnetic field at that point.  Two magnetic field lines can't intersect or cross each other.  Magnetic field lines are crowded in a region of strong magnetic field.  Magnetic field lines are far apart in a region of weak magnetic field.  When current passes through a straight wire or conductor, a magnetic field is set up around the wire or conductor.  Magnetic field around a current carrying wire or conductor is represented by concentric circles centred at the wire or the conductor.  The direction of magnetic field around the current carrying conductor is determined by Right Hand Thumb Rule.  Magnetic field around a current carrying wire increases with the increase in the current passing through the wire.  Magnetic field around a current carrying wire or conductor is represented by concentric circles centred at the wire or the conductor.  The direction of magnetic field around the current carrying conductor is determined by Right Hand Thumb Rule.  Magnetic field around a current carrying wire increases with the increase in the current passing through the wire.  Magnetic field around a current carrying wire decreases as we go away from the wire.  Magnetic field due to a very long wire like a power transmission line carrying current I and at a distance r from the wire is given by B = ; where, µ0 = 4 × 10–7 TmA–1  Two parallel wires or conductors carrying current in the same directs attract each other.  Two parallel wires or conductors carrying current in the opposite directions repel each other.  The magnetic field around a straight current carrying conductor or wire can be increased by bending it into a circular loop.  The strength of magnetic field produced at the centre of a circular loop of a wire is (i) directly proportional to the amount of current passing through the loop of the wire. (ii) directly proportional to the number of turns of the circular loop of the wire. (iii) inversely proportional to the radius of the circular loop of the wire.  Magnetic field produced by a current carrying circular wire or loop decreases on both sides along the axis of the circular wire.  A solenoid is a coil of many turns of an insulated copper wire closely wound in the shape of a tight spring.  Magnetic field inside a current carrying solenoid is uniform magnetic field.  A solenoid carrying current behaves like a bar magnet.  A soft iron rod placed in a current carrying solenoid is known as electromagnet.  A current carrying conductor placed perpendicular to the magnetic field experience a force.  The force acting on a current carrying conductor placed perpendicular to the magnetic field B is given by F = BIl  Direction of force experienced by a current carrying conductor placed in a magnetic field is determined by Fleming’s Left Hand Rule.  No Force acts on a current carrying conductor when placed parallel to the magnetic field.  SI unit of magnetic field is tesla (T).  Force acts on a charge moving perpendicular to the magnetic field. This force is called Lorentz force.  Force acting on a charge Q moving with velocity v perpendicular to the magnetic field B is given by F = BQV  No force acts on a charge moving parallel to the magnetic field B.  Direction of force experienced by a moving charge in a magnetic field is determined by Right Hand Rule.  Electric motor is a device which converts electrical energy into mechanical energy.  Principle of electric motor : Electric motor works on the principle that a current carrying conductor placed perpendicular to a magnetic field experiences a force.  The phenomenon of producing induced current in a closed circuit due to the change in magnetic field in the circuit is known as electromagnetic induction.  More induced current flows through a closed coil if a bar magnet is brought towards or away from the coil with large speed.  No induced current flows through a closed coil if magnetic field linked with it does not change.  Direction of induced current in a conductor is determined by Fleming’s Right hand rule.  Direct current is an electric current whose magnitude is either constant or variable but the direction of flow in a conductor remains the same.  Frequency of direct current is zero.  Alternating current is an electric current whose magnitude changes with time and direction reverse periodically.  In India, frequency of A.C. is 50 Hz.  A.C. is more dangerous than D.C.  Electric generator is a device used to convert mechanical energy into electrical energy.  Electric generator works on the principle of electromagnetic induction.  To supply electric power from one place to another place, three wires known as phase wire (or live wire), neutral wire and earth wire are used.  The potential difference between the live wire and neutral wire in a household supply of electric power is 220 V.  Current rating of a fuse is the maximum amount of electric current that can be passed through the fuse wire without melting it.  Current rating of a fuse wire in a circuit having bulbs and tubes is 5A.  Current rating of a fuse wire in a circuit having heating appliances is 15A.  Electric fuse is a safety device used to save the electrical appliances from burning when large current flows in the circuit.  Electric fuse is made of a material of low melting point.  Material used for making a fuse wire is made of copper / aluminium / tin-lead alloy.  Short Circuiting : When live wire and neutral wire come in direct contact, the resistance of the circuit becomes very small. Hence huge current flows through the circuit. This huge current produces large amount of heat in the circuit and the circuit catches fire. This is known as short circuiting.
7min
Source of Energy (Physics) - Lecture 20
 Energy is the essential requirement for each and every activity in our life.  The various sources of energy are the sun, the wind, water, fossil fuels etc.  The sun is the ultimate source of all forms of energy.  A good source of energy is one which supplies large amount of useful energy, easily available, economical and cause minimum environmental pollution. .  Thermal power plant generates electricity by burning fossil fuel like coal and oil.  LPG is a petroleum gas liquefied under pressure. Its full form is liquefied Petroleum Gas.  CNG is compressed Natural Gas.  Main constituents of CNG is methane.  Electricity produced by flowing water is known as hydro - electric power.  A plant used to produce hydro -electric power is known as hydro -electric power plant.  Potential energy of water stored in a dam is converted into kinetic energy of the falling water. This kinetic energy of falling water is converted into the kinetic energy of the armature of the generator which in turn is converted into electric energy.  Biomass is material which contains carbon and other combustible material.  Plants, wood animals and plants waster are the examples of biomass.  Gobar gas or bio-gas is the example of a bio - mass energy source.  Main constituent of a biogas or gobar gas is a methane gas.  Biogas plant is of two types: (a) Fixed-dome type, (b) Floating gas holder type.  Kinetic energy of wind is known as wind energy.  Wind energy is used to produce electricity.  The region where large number of wind mills are erected to produce electricity is called wind energy farm.  The minimum speed of wind to operate generator to produce electricity is about 15 km/h.  Constant and rapid use of conventional sources of energy would ultimately exhaust these sources and hence a need for tapping energy from alternate or non-conventional sources of energy is seriously felt.  Solar energy is the energy emitted by the sun in the form of heat and light.  Solar constant is defined as the energy received from the sun in one second by a unit square metre area of the outer edge of earth's atmosphere exposed perpendicular to the radiation of the sun at an average distance between the sun and the earth.  Value of solar constant = 1.4 k W/m2.  Solar devices like solar cooker, solar furnace, solar water heater, solar panels and solar cells are used to harness solar energy.  Water due to its high specific heat capacity (4200 J kg–1°C–1) is a store house of heat energy.  Energy from sea or ocean water is available in the form of (i) energy of sea waves (ii) Tidal energy and (iii) Ocean thermal energy (OTE).  The heat energy obtained from the conversion of nuclear mass is known as nuclear energy.  Nuclear energy is obtained by two processes known as nuclear fission and nuclear fusion.  Nuclear energy is expressed in electron - volt(eV) 1 eV = 1.6  10–19J 1 MeV = 106 eV = 1.6 –13J  Nuclear Fission is the process of splitting a heavy nucleus (say Uranium) into two comparatively lower nuclei along with the release of large amount energy when bombarded with thermal neutron.  Nuclear reactor is a device used to carry out controlled chain reaction.  Nuclear fusion is the process of fusing or combining together two small nuclei to form a comparatively big nucleus with the release of large energy.  Nuclear fusion reactions occur at very high temperature (107K).  Nuclear fusion reactions occurring in the interior of the sun are responsible for the energy of the sun. In other words, nuclear fusion reactions are the sources of energy of the sun.  Sources of energy are classified into two categories (i) conventional or non-renewable sources of energy and (ii) Non-conventional or renewable sources of energy.  Extraction and transportation of energy from various sources of energy cause environmental pollution.  The energy from various sources of energy must be used effectively to conserve energy.
8min
Light Part 1 (Physics) - Lecture 21
 Light is a form of energy which produces the sensation of sight.  Speed of light in vacuum / air = 3 × 108 ms–1  Ray of light : A line drawn in the direction of propagation of light is called ray of light.  Beam of light : A group of parallel rays light emitted by a source of light is called beam of light.  Reflection of light : The phenomenon of returning of light in the same medium after striking a surface is called reflection of light.  Laws of reflection : The reflection of light from a surface obeys certain laws called laws of reflection. (i) incident angle is equal to reflected angle i.e. i = r. (ii) Incident ray, reflected ray and normal to the reflecting surface at the point on incident lie in the same plane.  Concave mirror : concave mirror is a part of a hollow sphere whose outer part is silvered and the inner part is reflecting surface.  Convex mirror : convex mirror is a part of a hollow sphere whose outer part is reflecting surface and inner part is silvered.  Centre of curvature : The centre of a hollow sphere of which the spherical mirror forms a part is called centre of curvature. It is denoted by C  Radius of curvature : The radius of a hollow sphere of which the spherical mirror forms a part is called radius of curvature. It is denoted by R  Pole : The mid point of a spherical mirror is called its pole. It is denoted by P  Aperture: The part of spherical mirror exposed to the incident light is called the aperture of the mirror.  Principal Axis: A line joining the centre of curvature (C) and pole (P) of a spherical mirror and extend on either side is called principal axis of the spherical mirror.  Principal Focus : A point on the principal axis of a spherical mirror where the rays of light parallel to the principal axis meet or appears to meet after reflection from the spherical mirror is called principal focus. It is denoted by F.  Focal Plane : A plane normal or perpendicular to the principal axis and passing through the principal focus (F) of the spherical mirror is called focal plane of the spherical mirror.  Focal length (f): The distance between the pole (P) and the principal focus (F) of a spherical mirror is called the focal length of the spherical mirror.  f = , Where R is the radius of the curvature of the mirror.  Focal length and radius of curvature of a concave mirror are negative.  Focal length and radius of curvature of a convex mirror are positive.  Sign Conventions for reflection by spherical mirrors (1) All distance are measured from the pole of a spherical mirror. (2) Distance measured in the direction of incident light are taken as positive. Distance measured in the direction opposite to that of the incident light are taken negative. (3) The upward distance perpendicular to the principal axis are taken as positive, while the downward distance perpendicular to the principal axis are taken as negative.  Radius of curvature plane mirror =  ( infinite)  Focal length of a plane mirror =   Mirror Formula : The relation between u, v, and focal length (f) of a spherical mirror is known as mirror formula. That is  Linear magnification : Linear magnification produced by a mirror is defined as the ratio of the size ( or height) of the image to the size of the object . It is denoted by m. That is  Power of mirror (P) = =  Linear magnification produced by a plane mirror = + 1.  Refraction of light: The bending of light rays when they pass obsessively from one medium to the other medium is called refraction of light .  A transparent medium through which light travels fast is known as optically rarer medium.  A transparent medium through which light travels slow is known as optically denser medium.  Laws of refraction (i) The incident ray, the refracted ray and the normal to the surface separating two media all lie in the same plane. (ii) The ratio of the sine of the incident angle (i) to the sine of the refracted angle (r) is constant i.e. sin i/ sin r = constant This constant is known as the refractive index of second medium w.r.t the first medium.  Absolute refractive index of a medium is defined as the ratio of the speed of light in vacuum (c) to the speed of light in the medium (v) i.e. n = c / v  Relative refractive index of medium. 2 w.r.t. the medium 1 is defined as the ratio of the speed of light in medium 1 (v1) to the speed of light in medium 2 (v2). i.e. n21= v2 / v1
17min
Light Numerical Part 2 (Physics) - Lecture 22
 Light is a form of energy which produces the sensation of sight.  Speed of light in vacuum / air = 3 × 108 ms–1  Ray of light : A line drawn in the direction of propagation of light is called ray of light.  Beam of light : A group of parallel rays light emitted by a source of light is called beam of light.  Reflection of light : The phenomenon of returning of light in the same medium after striking a surface is called reflection of light.  Laws of reflection : The reflection of light from a surface obeys certain laws called laws of reflection. (i) incident angle is equal to reflected angle i.e. i = r. (ii) Incident ray, reflected ray and normal to the reflecting surface at the point on incident lie in the same plane.  Concave mirror : concave mirror is a part of a hollow sphere whose outer part is silvered and the inner part is reflecting surface.  Convex mirror : convex mirror is a part of a hollow sphere whose outer part is reflecting surface and inner part is silvered.  Centre of curvature : The centre of a hollow sphere of which the spherical mirror forms a part is called centre of curvature. It is denoted by C  Radius of curvature : The radius of a hollow sphere of which the spherical mirror forms a part is called radius of curvature. It is denoted by R  Pole : The mid point of a spherical mirror is called its pole. It is denoted by P  Aperture: The part of spherical mirror exposed to the incident light is called the aperture of the mirror.  Principal Axis: A line joining the centre of curvature (C) and pole (P) of a spherical mirror and extend on either side is called principal axis of the spherical mirror.  Principal Focus : A point on the principal axis of a spherical mirror where the rays of light parallel to the principal axis meet or appears to meet after reflection from the spherical mirror is called principal focus. It is denoted by F.  Focal Plane : A plane normal or perpendicular to the principal axis and passing through the principal focus (F) of the spherical mirror is called focal plane of the spherical mirror.  Focal length (f): The distance between the pole (P) and the principal focus (F) of a spherical mirror is called the focal length of the spherical mirror.  f = , Where R is the radius of the curvature of the mirror.  Focal length and radius of curvature of a concave mirror are negative.  Focal length and radius of curvature of a convex mirror are positive.  Sign Conventions for reflection by spherical mirrors (1) All distance are measured from the pole of a spherical mirror. (2) Distance measured in the direction of incident light are taken as positive. Distance measured in the direction opposite to that of the incident light are taken negative. (3) The upward distance perpendicular to the principal axis are taken as positive, while the downward distance perpendicular to the principal axis are taken as negative.  Radius of curvature plane mirror =  ( infinite)  Focal length of a plane mirror =   Mirror Formula : The relation between u, v, and focal length (f) of a spherical mirror is known as mirror formula. That is  Linear magnification : Linear magnification produced by a mirror is defined as the ratio of the size ( or height) of the image to the size of the object . It is denoted by m. That is  Power of mirror (P) = =  Linear magnification produced by a plane mirror = + 1.  Refraction of light: The bending of light rays when they pass obsessively from one medium to the other medium is called refraction of light .  A transparent medium through which light travels fast is known as optically rarer medium.  A transparent medium through which light travels slow is known as optically denser medium.  Laws of refraction (i) The incident ray, the refracted ray and the normal to the surface separating two media all lie in the same plane. (ii) The ratio of the sine of the incident angle (i) to the sine of the refracted angle (r) is constant i.e. sin i/ sin r = constant This constant is known as the refractive index of second medium w.r.t the first medium.  Absolute refractive index of a medium is defined as the ratio of the speed of light in vacuum (c) to the speed of light in the medium (v) i.e. n = c / v  Relative refractive index of medium. 2 w.r.t. the medium 1 is defined as the ratio of the speed of light in medium 1 (v1) to the speed of light in medium 2 (v2). i.e. n21= v2 / v1
8min
Science Pedagogy Part 1 - Lecture 1
28min
Science Pedagogy Part 2 - Lecture 2
33min
CHEMISTRY - Structure of Atom Part 1 - Lecture 1
STRUCTURE OF ATOM - In this chapter we will learn the composition atom and how molecules are made up with atoms. These are the topics (Electrons, protons and neutrons, valency, chemical formula of common compounds. Isotopes and Isobars) that will be discussed in the lectures.
36min
CHEMISTRY - Structure of Atom Part 2 - Lecture 2
STRUCTURE OF ATOM - In this chapter we will learn the composition atom and how molecules are made up with atoms. These are the topics (Electrons, protons and neutrons, valency, chemical formula of common compounds. Isotopes and Isobars) that will be discussed in the lectures.
40min
CHEMISTRY - Structure of Atom Part 3 - Lecture 3
STRUCTURE OF ATOM - In this chapter we will learn the composition atom and how molecules are made up with atoms. These are the topics (Electrons, protons and neutrons, valency, chemical formula of common compounds. Isotopes and Isobars) that will be discussed in the lectures.
35min
CHEMISTRY - Structure of Atom Part 4 - Lecture 4
STRUCTURE OF ATOM - In this chapter we will learn the composition atom and how molecules are made up with atoms. These are the topics (Electrons, protons and neutrons, valency, chemical formula of common compounds. Isotopes and Isobars) that will be discussed in the lectures.
18min
CHEMISTRY - CHEMICAL REACTIONS PART -1 LECTURE - 5
CHEMICAL REACTIONS - In this Chapter we will learn the following topics which includes Chemical equation, Balanced chemical equation, implications of a balanced chemical equation, types of chemical reactions: combination, decomposition, displacement, double displacement, precipitation, neutralization, oxidation and reduction.
26min
CHEMISTRY - CHEMICAL REACTIONS PART -2 LECTURE -6
CHEMICAL REACTIONS - In this Chapter we will learn the following topics which includes Chemical equation, Balanced chemical equation, implications of a balanced chemical equation, types of chemical reactions: combination, decomposition, displacement, double displacement, precipitation, neutralization, oxidation and reduction.
29min
CHEMISTRY - CHEMICAL REACTIONS MCQ PART -3 LECTURE -7
CHEMICAL REACTIONS - In this Chapter we will learn the following topics which includes Chemical equation, Balanced chemical equation, implications of a balanced chemical equation, types of chemical reactions: combination, decomposition, displacement, double displacement, precipitation, neutralization, oxidation and reduction.
14min
CHEMISTRY - ACIDS , BASES AND SALTS Part 1 - Lecture 8
ACIDS , BASES AND SALTS - In this topic we will learn what is acid and base and their uses. The lectures will cover the following topic which includes the definitions of acids and bases in terms of furnishing of H+ and OH– ions, General properties, examples and uses, concept of pH scale (Definition relating to logarithm not required), importance of pH in everyday life; preparation and uses of Sodium Hydroxide, Bleaching powder, Baking soda, Washing soda and Plaster of Paris
42min
CHEMISTRY - ACIDS , BASES AND SALTS Part 2 - Lecture 9
ACIDS , BASES AND SALTS - In this topic we will learn what is acid and base and their uses. The lectures will cover the following topic which includes the definitions of acids and bases in terms of furnishing of H+ and OH– ions, General properties, examples and uses, concept of pH scale (Definition relating to logarithm not required), importance of pH in everyday life; preparation and uses of Sodium Hydroxide, Bleaching powder, Baking soda, Washing soda and Plaster of Paris
60min
CHEMISTRY - ACIDS , BASES AND SALTS MCQ Part 3 - Lecture 10
ACIDS , BASES AND SALTS - In this topic we will learn what is acid and base and their uses. The lectures will cover the following topic which includes the definitions of acids and bases in terms of furnishing of H+ and OH– ions, General properties, examples and uses, concept of pH scale (Definition relating to logarithm not required), importance of pH in everyday life; preparation and uses of Sodium Hydroxide, Bleaching powder, Baking soda, Washing soda and Plaster of Paris
16min
CHEMISTRY - METALS AND NON METALS Part 1 - Lecture 11
METALS AND NON METALS - In this topic we will discuss the following topics which includes Properties of metals and non-metals; Reactivity series; Formation and properties of ionic compounds; Basic metallurgical processes; Corrosion and its prevention.
30min
CHEMISTRY - METALS AND NON METALS Part 2 - Lecture 12
METALS AND NON METALS - In this topic we will discuss the following topics which includes Properties of metals and non-metals; Reactivity series; Formation and properties of ionic compounds; Basic metallurgical processes; Corrosion and its prevention.
60min
CHEMISTRY - PERIODIC TABLE Part 1 - Lecture 13
PERIODIC TABLE - In this topic we will learn how all the elements that are available in earth surface are arranged in a table, which is frequently called periodic table. We will also see how we can learn quickly about their physical and chemical properties using the periodic table. This chapter will cover the following topics Need for classification, Early attempts at classification of elements ( Dobereiner’s Triads, Newland’s Law of Octaves, Mendeleev’s Periodic Table), Modern periodic table, gradation in properties, valency, atomic number, metallic and non-metallic properties.
28min
CHEMISTRY - PERIODIC TABLE Part 2 - Lecture 14
PERIODIC TABLE - In this topic we will learn how all the elements that are available in earth surface are arranged in a table, which is frequently called periodic table. We will also see how we can learn quickly about their physical and chemical properties using the periodic table. This chapter will cover the following topics Need for classification, Early attempts at classification of elements ( Dobereiner’s Triads, Newland’s Law of Octaves, Mendeleev’s Periodic Table), Modern periodic table, gradation in properties, valency, atomic number, metallic and non-metallic properties.
29min
CHEMISTRY - PERIODIC TABLE Part 3 - Lecture 15
PERIODIC TABLE - In this topic we will learn how all the elements that are available in earth surface are arranged in a table, which is frequently called periodic table. We will also see how we can learn quickly about their physical and chemical properties using the periodic table. This chapter will cover the following topics Need for classification, Early attempts at classification of elements ( Dobereiner’s Triads, Newland’s Law of Octaves, Mendeleev’s Periodic Table), Modern periodic table, gradation in properties, valency, atomic number, metallic and non-metallic properties.
28min
CHEMISTRY - CARBON & COMPOUND - Lecture 16
CARBON & COMPOUND - In this chapter we will learn physical and chemical properties of some carbon based compound which are frequently known as organic compounds. This topic will cover the following topics. Covalent bonding in carbon compounds. Versatile nature of carbon. Homologous series. Nomenclature of carbon compounds containing functional groups (halogens, alcohol, ketones, aldehydes, alkanes and alkynes), difference between saturated hydrocarbons and unsaturated hydrocarbons. Chemical properties of carbon compounds (combustion, oxidation, addition and substitution reaction). Ethanol and Ethanoic acid (only properties and uses), soaps and detergents.
15min
स्वर व्यंजन - Lecture 1
स्वर व्यंजन - हिंदी में वर्णों (स्वर और व्यंजन) की कुल संख्या 52 है, जिसमें 11 स्वर और 41 व्यंजन होते हैं। इन वर्णों के व्यवस्थित एवं क्रमबद्ध समूह को वर्णमाला कहते हैं।जिन वर्ण का उच्चारण बिना किसी अन्य वर्ण की सहायता से होता है,उसे स्वर वर्ण कहते हैं। ... व्यंजन-जिन वर्णों के उच्चारण में हमारी साँस मुख के किसी अवयव से बाधित होती है, उन्हें व्यंजन कहते हैं। ये व्यंजन स्वर की सहायता से ही बोले जाते हैं। जैसे -क्+अ=क ।
16min
शब्द - Lecture 2
शब्द की परिभाषा - वर्णो के समूह जिनका अर्थ सार्थक हो उन्हें शब्द कहते है।” भाषा में वर्ण के बाद सबसे छोटी इकाई शब्द होती है उदाहरण:- एक वर्ण से निर्मित शब्द = न (जिसका अर्थ नहीं होता है) एक से अधिक वर्णो से निर्मित शब्द = आप, वह, कोई आदि।
12min
क्रिया - Lecture 3
क्रिया उदाहरण, परिभाषा, भेद विषय-सूचि क्रिया की परिभाषा क्रिया के उदाहरण: क्रिया के भेद: कर्म जाती तथा रचना के आधार पर क्रिया के भेद 1. अकर्मक क्रिया अकर्मक क्रिया के उदाहरण : 2. सकर्मक क्रिया सकर्मक क्रिया के उदाहरण : सकर्मक क्रिया के भेद : संरचना के आधार पर क्रिया के भेद
10min
संज्ञा - Lecture 4
संज्ञा की परिभाषा : संज्ञा का शाब्दिक अर्थ होता है – नाम। किसी व्यक्ति , गुण, प्राणी, व् जाति, स्थान , वस्तु, क्रिया और भाव आदि के नाम को संज्ञा कहते हैं। संज्ञा के उदाहरण रमेश परीक्षा में प्रथम आया था। इसलिए वह दौड़ता हुआ स्कूल से घर पहुंचा, इस बात से वह बहुत खुश था। उसने यह बात अपने माता- पिता को बताई। यह समाचार सुन वह इतने आनंदित हुए कि उन्होंने उसे गले लगा लिया।
9min
सर्वनाम - Lecture 5
सर्वनाम शब्द ‘सर्व + नाम’ से बना है। यहाँ पर ‘सर्व’ का अर्थ ‘सभी’ अर्थात् ऐसे शब्द जो सभी नामों के लिए प्रयुक्त हो सकते है, सर्वनाम कहलाते है। सर्वनाम के भेद प्रयोग की दृष्टि से सर्वनाम के 6 प्रकार के भेद होते हैं- पुरुषवाचक, निश्चयवाचक, अनिश्चयवाचक, संबंधवाचक, प्रश्नवाचक, निजवाचक
14min
विशेषण - Lecture 6
विशेषण वे शब्द होते हैं जो संज्ञा या सर्वनाम की विशेषता बताते हैं। विशेषण विकारी शब्द होते हैं एवं इन्हें सार्थक शब्दों के आठ भेड़ों में से एक माना जाता है। ... बड़ा, काला, लम्बा, दयालु, भारी, सुंदर, कायर, टेढ़ा–मेढ़ा, एक, दो, वीर पुरुष, गोरा, अच्छा, बुरा, मीठा, खट्टा आदि विशेषण शब्दों के कुछ उदाहरण हैं
12min
भाषा - Lecture 7
भाषा अधिगम और भाषा अर्जित करने में मुख्य अंतर का आधार भाषा परिवेश है। भाषा अर्जन समृद्ध भाषिक परिवेश में स्वभाविक रुप से होता है, जबकि भाषा अधिगम के लिए नियमबद्ध, सुसंगठित भाषिक परिवेश का निर्माण किया जाता है। भाषा अर्जन की प्रक्रिया एक सहज, स्वाभाविक, और अनौपचारिक प्रक्रिया है।
10min
क्रिया विशेषण - Lecture 8
क्रिया विशेषण की परिभाषा वह शब्द जो हमें क्रियाओं की विशेषता का बोध कराते हैं वे शब्द क्रिया विशेषण कहलाते हैं। दुसरे शब्दों में कहें तो जिन शब्दों से क्रिया की विशेषता का पता चलता है, उन शब्दों को हम क्रिया विशेषण कहते हैं। जैसे: हिरण तेज़ भागता है। इस वाक्य में भागना क्रिया है। तेज़ शब्द हमें क्रिया कि विशेषता बता रहा है कि वह कितनी तेज़ भाग रहा है। अतः तेज़ शब्द क्रियाविशेषण है।
12min
काल की परिभाषा ,काल के भेद - Lecture 9
काल की परिभाषा ,काल के भेद - भूतकाल ,वर्तमान काल, वर्तमान काल काल क्या होता है :- काल के उदाहरण : काल के भेद :- 1. भूतकाल :- 2. वर्तमान काल :- 3. भविष्य काल :- काल क्या होता है :- काल का अर्थ होता है – समय। क्रिया के जिस रूप से कार्य के होने के समय का पता चले उसे काल कहते हैं। अथार्त कार्य – व्यापार के समय और उसकी पूर्ण और अपूर्ण अवस्था के ज्ञान के रूपांतरण को काल कहते हैं। काल के उदाहरण : (i) सुनील गीता पढ़ता है। (ii) प्रदीप पढ़ रहा है। (iii) रमेश कल दिल्ली जाएगा
15min
Hindi Pedagogy - Lecture 10
Hindi Pedagogy MCQs
8min

Requirements

  • Internet connectivity Headphones

Description

Topics will be covered from Basics to High Level ensuring that all  students come up with the topic in one go with proper practice questions based on the Latest Pattern with explanation in English & Hindi. 

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