BrainBox School

CBSE VIII MATHEMATICS

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Teacher
krishnam raju
Lessons
458 Lessons
Students
65 (Registered)

Description

Course Description

BRAINBOX

Curriculum

LINEAR EQUATIONS IN ONE VARIABLE

INTRODUCTION

CONSTANT(EXPLANATION)

CONSTANT(NOTES)

CONSTANT(Quiz)

4 questions

VARIABLE(EXPLANATION)

VARIABLE(NOTES)

VARIABLE(Quiz)

4 questions

CO-EFFICIENT(EXPLANATION)

CO-EFFICIENT(NOTES)

CO-EFFICIENT(Quiz)

4 questions

TERM(EXPLANATION)

TERM(NOTES)

TERM(Quiz)

2 questions

EXPRESSION(EXPLANATION)

EXPRESSION(NOTES)

EXPRESSION(Quiz)

4 questions

EQUATION(EXPLANATION)

EQUATION(NOTES)

EQUATION(Quiz)

2 questions

LINEAR EQUATION(EXPLANATION)

LINEAR EQUATION(NOTES)

LINEAR EQUATION(Quiz)

5 questions

SOLUTION(ROOT) OF A LINEAR EQUATION(EXPLANATION)

SOLUTION (ROOT) OF A LINEAR EQUATION(NOTES)

SOLUTION (ROOT) OF A LINEAR EQUATION(Quiz)

5 questions

TRANSPOSITION(EXPLANATION)

TRANSPOSITION(NOTES)

TRANSPOSITION(Quiz)

5 questions

CROSS MULTIPLICATION(EXPLANATION)

CROSS MULTIPLICATION(NOTES)

CROSS MULTIPLICATION(Quiz)

3 questions

TYPES OF LINEAR EQUATION(EXPLANATION)

TYPES OF LINEAR EQUATION(NOTES)

TYPES OF LINEAR EQUATION(Quiz)

2 questions

RULES FOR SOLVING THE LINEAR EQUATION(EXPLANATION)

RULES FOR SOLVING THE LINEAR EQUATION(NOTES)

RULES FOR SOLVING THE LINEAR EQUATION(Quiz)

5 questions

METHOD-1A(EXPLANATION)

METHOD-1A(NOTES)

METHOD-1A(Quiz)

4 questions

METHOD-1B(EXPLANATION)

METHOD-1B(NOTES)

METHOD-1B(Quiz)

4 questions

METHOD-2(EXPLANATION)

METHOD-2(NOTES)

METHOD-2(Quiz)

5 questions

METHOD-3(EXPLANATION)

METHOD-3(NOTES)

METHOD-3(Quiz)

5 questions

QUESTION BASED ON AGES(EXPLANATION)

QUESTION BASED ON AGES(NOTES)

QUESTION BASED ON AGES(Quiz)

5 questions

QUESTION BASED ON AGES RATIO(EXPLANATION)

QUESTION BASED ON AGES RATIO(NOTES)

QUESTION BASED ON AGES RATIO(Quiz)

4 questions

QUESTION

SUMMARY

LEVEL_1A

10 questions

LEVEL_1B

8 questions

LEVEL_2A

10 questions

LEVEL_2B

9 questions

LEVEL_3A

10 questions

LEVEL_3B

5 questions

ALGEBRAIC EXPRESSIONS AND IDENTITIES

INTRODUCTION(EXPLANATION)

INTRODUCTION

INTRODUCTION(Quiz)

3 questions

TYPES OF ALGEBRA ARITHMETIC EXPRESSIONS(EXPLANATION)

TYPES OF ALGEBRA ARITHMETIC EXPRESSIONS (NOTES)

TYPES OF ALGEBRA ARITHMETIC EXPRESSIONS (Quiz)

5 questions

FACTORS OF TERMS(EXPLANATION)

FACTORS OF TERMS (NOTES)

FACTORS OF TERMS (Quiz)

5 questions

LIKE TERMS(EXPLANATION)

LIKE TERMS (NOTES)

LIKE TERMS (Quiz)

4 questions

UNLIKE TERMS(EXPLANATION)

UNLIKE TERMS (NOTES)

UNLIKE TERMS (Quiz)

5 questions

CO-EFFICIENT(EXPLANATION)

CO-EFFICIENT (NOTES)

CO-EFFICIENT (Quiz)

4 questions

EXPRESSION(EXPLANATION)

EXPRESSION (NOTES)

EXPRESSION (Quiz)

4 questions

CLASSIFICATION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)

CLASSIFICATION OF ALGEBRAIC EXPRESSIONS (NOTES)

CLASSIFICATION OF ALGEBRAIC EXPRESSIONS (Quiz)

5 questions

ADDITION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)

ADDITION OF ALGEBRAIC EXPRESSIONS (NOTES)

ADDITION OF ALGEBRAIC EXPRESSIONS (Quiz)

5 questions

SUBTRACTION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)

SUBTRACTION OF ALGEBRAIC EXPRESSIONS (NOTES)

SUBTRACTION OF ALGEBRAIC EXPRESSIONS (Quiz)

5 questions

MULTIPLICATION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)

MULTIPLICATION OF ALGEBRIAC EXPRESSIONS (NOTES)

MULTIPLICATION OF ALGEBRIAC EXPRESSIONS (Quiz)

5 questions

MULTIPLICATION OF TWO THREE OR MORE MONOMIALS(EXPLANATION)

MULTIPLICATION OF TWO THREE OR MORE MONOMIALS (NOTES)

MULTIPLICATION OF TWO THREE OR MORE MONOMIALS (Quiz)

4 questions

MULTIPLICATION OF A MONOMIAL BY A POLYNOMIALS(EXPLANATION)

MULTIPLICATION OF A MONOMIAL BY A POLYNOMIALS (NOTES)

MULTIPLICATION OF A POLYNOMIAL BY A POLYNOMIAL(EXPLANATION)

MULTIPLICATION OF A POLYNOMIAL BY A POLYNOMIAL (NOTES)

FINDING VALUE OF ALGEBRAIC EXPRESSIONS AT GIVEN VALUE OF THE VARIABLES(EXPLANATION)

FINDING VALUE OF ALGEBRAIC EXPRESSIONS AT GIVEN VALUE OF THE VARIABLES (NOTES)

POINTS TO REMEMBER(EXPLANATION)

POINTS TO REMEMBER (NOTES)

AN IDENTITY(EXPLANATION)

AN IDENTITY (NOTES)

SOME (PROBLEMS) (ADDITION) OF ALGEBRAIC EXPRESSION(EXPLANATION)

SOME (PROBLEMS) (ADDITION) OF ALGEBRAIC EXPRESSION (NOTES)

SUBTRACTIONS OF (PROB_2)(EXPLANATION)

SUBTRACTIONS OF (PROB_2) (NOTES)

VOLUME OF RECTANGLE BOX(EXPLANATION)

VOLUME OF RECTANGLE BOX (NOTES)

ADDING AND SUBTRACTING FOR ANY NEGATIVE NUMBER(EXPLANATION)

ADDING AND SUBTRACTING FOR ANY NEGATIVE NUMBER (NOTES)

PRODUCT OF SIGNS POSITIVE AND NEGATIVE(EXPLANATION)

PRODUCT OF SIGNS POSITIVE AND NEGATIVE (NOTES)

GEOMETRICAL PROOF (A B)2(EXPLANATION)

GEOMETRICAL PROOF (A B)2 (NOTES)

GEOMETRICAL PROOF (A – B)2(EXPLANATION)

GEOMETRICAL PROOF (A – B)2 (NOTES)

STANDARD IDENTITIES (IDENTITY-1)(EXPLANATION)

STANDARD IDENTITIES (IDENTITY-1) (NOTES)

STANDARD IDENTITIES (IDENTITY-2)(EXPLANATION)

STANDARD IDENTITIES (IDENTITY-2) (NOTES)

STANDARD IDENTITIES (IDENTITY-3)(EXPLANATION)

STANDARD IDENTITIES (IDENTITY-3) (NOTES)

USEFUL IDENTITY(EXPLANATION)

USEFUL IDENTITY (NOTES)

EXAMPLE 4(EXPLANATION)

EXAMPLE 4 (NOTES)

EXAMPLE 5(EXPLANATION)

EXAMPLE 5 (NOTES)

GEOMETRICALLY PROOF(A2-B2)(EXPLANATION)

GEOMETRICALLY PROOF(A2-B2) (NOTES)

GEOMETRICALLY PROOF(A2-B2)(EXPLANATION)

EXAMPLE 6(EXPLANATION)

EXAMPLE 6 (NOTES)

EXAMPLE 7(EXPLANATION)

EXAMPLE 7 (NOTES)

EXAMPLE 8(EXPLANATION)

EXAMPLE 8 (NOTES)

LEVEL_1A

10 questions

LEVEL_1B

10 questions

LEVEL_1C

4 questions

LEVEL_2A

1 question

LEVEL_3A

7 questions

MULTIPLICATION OF A MONOMIAL BY A POLYNOMIALS (quiz)

4 questions

MULTIPLICATION OF A POLYNOMIAL BY A POLYNOMIAL (quiz)

5 questions

FINDING VALUE OF ALGEBRAIC EXPRESSIONS AT GIVEN VALUE OF THE VARIABLES (quiz)

4 questions

POINTS TO REMEMBER AN IDENTITY (quiz)

4 questions

SOME (PROBLEMS) (ADDITION) OF ALGEBRAIC EXPRESSION (quiz)

5 questions

SUBTRACTIONS OF (PROB_2) (quiz)

5 questions

Volumes OF RECTANGLE BOX (quiz)

5 questions

Adding and Subtracting for any Negative Number (quiz)

6 questions

PRODUCT OF SIGNS POSITIVE AND NEGATIVE (Quiz)

5 questions

GEOMETRICAL PROOF (A +B)²

5 questions

GEOMETRICAL PROOF (A -B)²

5 questions

STANDARD IDENTITIES (IDENTITY-1)

6 questions

EXAMPLE 6 (quiz)

4 questions

EXAMPLE 7 (quiz)

5 questions

EXAMPLE 8 (quiz)

5 questions

INTRODUCTION TO GRAPHS

Linear graph- A,B(Explanation)

Linear graph-A,B(Notes)

Plane And Number line(Explanation)

Plane And Number line(Notes)

Cartesian Plane(Explanation)

Cartesian Plane(Notes)

Ordered pair(Explanation)

Ordered pair(Notes)

Locating a point In a Cartesian plane through an line(Explanation)

Locating a point In a Cartesian plane through an line(Notes)

Signs of Co-ordinates of Quadrants(Explanation)

Signs of Co-ordinates of Quadrants(Notes)

Line graph(Explanation)

Line graph(Notes)

Potting linear graphs_A,B(Explanation)

Potting linear graphs_A,B(Notes)

Construction of graphs(Explanation)

Construction of graphs(Notes)

Some Applications(Explanation)

Some Applications(Notes)

LEVEL-1

28 questions

Linear graph(Online link)

Linear Graph(Online link)

Line graph(Online link)

Cartesian plane(Online link)

Signs of coordinate qudrants(Online link)

PRACTICAL GEOMETRY

Quadrilateral A B C D_P1(Explanation)

Quadrilateral A B C D_P1(Notes)

To construct a Quadrilateral (SSSSD)_P2(Explanation)

To construct a Quadrilateral (SSSSD)_P2(Notes)

To construct a Quadrilateral when two diagonals (DDSSS)_P3(Explanation)

To construct a Quadrilateral when two diagonals (DDSSS)_P3(Notes)

To construct a quadrilateral when two adjacent sides (SSAAA)_P4(Explanation)

To construct a quadrilateral when two adjacent sides (SSAAA)_P4(Notes)

To construct a Quadrilateral when three sides (SASAS)_P5(Explanation)

To construct a Quadrilateral when three sides (SASAS)_P5(Notes)

To construct a Quadrilateral when four slides (SSSSA)_P6(Explanation)

To construct a Quadrilateral when four slides (SSSSA)_P6(Notes)

Construction of special Quadrilaterals_P7(Explanation)

Construction of special Quadrilaterals_P7(Notes)

To construct a square when its side is given_P8(Explanation)

To construct a square when its side is given_P8(Notes)

To construct a rhombus when the diagonals are given_P9(Explanation)

To construct a rhombus when the diagonals are given_P9(Notes)

To construct a rectangle when a side and a diagonal are given_P10(Explanation)

To construct a rectangle when a side and a diagonal are given_P10(Notes)

Parallelogram when its adjacent sides and a diagonal are given_P11(Explanation)

Parallelogram when its adjacent sides and a diagonal are given_P11(Notes)

To construct a parallelogram when its adjacent sides and an angle are given_P12(Explanation)

To construct a parallelogram when its adjacent sides and an angle are given_P12(Notes)

LEVEL-1

13 questions

LEVEL-2

3 questions

Quadrilateral ABCD(Online link)

Construct a square(Online link)

construct a parallelogram(online link)

Construct a rhombus(Online link)

RATIONAL NUMBERS

Introduction (Explanation)

Part 1

Laws of Natural Numbers (Explanation)

Part 2

Associative Property of Natural Numbers (Explanation)

Part 3

Whole Numbers (Explanation)

Part 4

Laws Of Whole Numbers (Explanation)

Part 5

Commutative Property (Explanation)

Part 6

Associative property (Explanation)

Part 7

Distributive Property (Explanation)

Part 8

Commutative property (Explanation)

Part 9

Associative property (Explanation)

Part 10

Fractions parts of circle shades (Explanation)

Part 11

Laws of rational numbers (Explanation)

Part 12

Assosciative 3rd property (Explanation)

Part 13

Role of zero (Explanation)

Part 13b

Representation of rational numbers on number line (Explanation)

Part 14

Consider the rational numbers (Explanation)

Part 15

Problems related to properties of rational numbers (Explanation)

Part 16

UNDERSTANDING QUADRILATERALS

Definition of Curves and Types of Curves (Explanation)

Definition of Curves and Types of Curves (Notes)

Polygons with examples (Explanation)

Polygons with examples (Notes)

Classification of polygons (Explanation)

Classification of polygons (Notes)

Convex polygon (Explanation)

Convex polygon (Notes)

Concave polygon (Explanation)

Concave polygon (Notes)

Exterior angle of convex polygon (Explanation)

Exterior angle of convex polygon (Notes)

Definition of Regular and Irregular polygon (Explanation)

Definition of Quadrilaterals and proprties (Explanation)

Definition of Regular and Irregular polygon (Notes)

Angle sum property of quadrilateral (Explanation)

Angle sum property of quadrilateral (Notes)

Construction of special quadrialterals (Explanation)

Construction of special quadrialterals (Notes)

Defintion of kite (Explanation)

Defintion of kite (Notes)

Defintion of trapezium (Explanation)

Defintion of trapezium (Notes)

Isosceles trapezium (Explanation)

Example of trapezium (Explanation)

Isosceles trapezium (Notes)

Definition of arrowhead (Explanation)

Definition of arrowhead (Notes)

Solved examples 1 (Explanation)

Solved examples 1 (Notes)

Solved examples 2 (Explanation)

Solved examples 2 (Notes)

Test

1 question

DATA HANDLING

Introduction to Data handling

Definition of Data

Range of data

Represantation of data

Organising data

Grouping data

Freaquency distribution

Methods of classifying data according to the Class-Intervals

Convertion of Inclusive methode to exclusive method

Construction of a discrete frequency distribution

Construction if a grouped frequency distribution

Circle graph (or) PIE chart

Chance and Probability

Example 01

Example 01 continuation

Example 02

Example 03

Example 04

LESSON 06 - COMPARING QUANTITIES(IN REVIEW)

INTRODUCTION

part 1

RATIO

part 2

PERCENTAGE

part 3

FINDING HOW MUCH

part 4

Increase (or) Decrease percent

part 5

Profit

part 6

LOSS

part 7

DISCOUNT

part 8

TAXES

part 9

INTEREST

part 10

COMPOUNT INTEREST

part 11

TYPE 1

part 12

TYPE 2

part 13

TYPE 3

part 14

TYPE 5

part 15

EXAMPLE

part 16

EXAMPLE

part 17

Explanation

part 18

LESSON 06 - SQUARE AND SQUARE ROOTS(IN REVIEW)

PART 1

part 1

PART 2

part 2

PART 3

part 3

PART 4

part 4

PART 4A

part 4a

PART 5

part 5

PART 6

part 6

PART 7

part 7

PART 8

part 8

PART 8A

part 8a

PART 9

part 9

PART 10

part 10

PART 11

part 11

PART 12

part 12

PART 13

part 13

PART 14

part 14

PART 15

part 15

PART 16

part 16

PART 17

part 17

PART 18

part 18

PART 19

part 19

PART 19B

part 19b

LESSON 07 - CUBE AND CUBE ROOTS(IN REVIEW)

PART 1

part 1

PART 2

part 2

PART 3

part 3

PART 4

part 4

PART 5

part 5

PART 6

part 6

PART 7

part 7

PART 8

part 8

PART 9

part 9

PART 10

part 10

PART 11

part 11

LESSON 10 - VISUALIZING SOLID SHAPES(IN REVIEW)

PART 1

part 1

PART 2

part 2

PART 3

part 3

PART 4

part 4

PART 5

part

PART 6

part 6

PART 7

part 7

PART 8

part 8

PART 09

part 9

LESSON 16 - PLAYING WITH NUMBERS(IN REVIEW)

PART 1

part 1

PART 2

part 2

PART 3

part 3

PART 4

part 4

PART 5

part 5

PART 6

part 6

LESSON 11 - MENSURATION(IN REVIEW)

PART 1

part 1

PART 2

part 2

PART 3

part 3

PART 4

part 4

PART 5

part 5

PART 6

part 6

LESSON 12 - EXPONENTS AND POWERS

PART 1

Part 1

PART 2

Part 2

PART 3

Part 3

PART 4

Part 4

PART 5

Part 5

PART 6

Part 6

PART 7

Part 7

PART 8

Part 8

PART 9

Part 9

PART 10

Part 10

PART 11

Part 11

PART 12

Part 12

PART 13

Part 13

PART 14

Part 14

PART 15

Part 15

LESSON 14 FACTORIZATION(IN REVIEW)

PART 1

part 1

PART 2

part 2

PART 3

part 3

PART 3A

part 3A

PART 4

part 4

PART 5

part 5

PART 6

part 6

PART 6A Identifying the signs for factoring trinomial

part 6A IDENTIFYING

PART 6A

part 6A

PART 7

part 7

PART 8

part 8

PART 9

part 9

PART 10A

part 10

PART 10B

PART 11

part 11

PART 12

part 12

PART 13

part 13

LESSON-16 PLAYING WITH NUMBERS

PART 1

PART 2

PART 3

PART 4

PART 5

PART 6

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CBSE VIII MATHEMATICS

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CBSE VIII MATHEMATICS

CBSE VIII MATHEMATICS

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