CBSE VIII MATHEMATICS
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Wishlist
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Teacher
krishnamraju -
Lessons
152 Lessons -
Students
27 (Registered)
Description
Course Description
BRAINBOX
Curriculum
LINEAR EQUATIONS IN ONE VARIABLE
INTRODUCTION
CONSTANT(EXPLANATION)
CONSTANT(NOTES)
VARIABLE(EXPLANATION)
VARIABLE(NOTES)
CO-EFFICIENT(EXPLANATION)
CO-EFFICIENT(NOTES)
TERM(EXPLANATION)
TERM(NOTES)
EXPRESSION(EXPLANATION)
EXPRESSION(NOTES)
EQUATION(EXPLANATION)
EQUATION(NOTES)
LINEAR EQUATION(EXPLANATION)
LINEAR EQUATION(NOTES)
SOLUTION(ROOT) OF A LINEAR EQUATION(EXPLANATION)
SOLUTION (ROOT) OF A LINEAR EQUATION(NOTES)
TRANSPOSITION(EXPLANATION)
TRANSPOSITION(NOTES)
CROSS MULTIPLICATION(EXPLANATION)
CROSS MULTIPLICATION(NOTES)
TYPES OF LINEAR EQUATION(EXPLANATION)
TYPES OF LINEAR EQUATION(NOTES)
RULES FOR SOLVING THE LINEAR EQUATION(EXPLANATION)
RULES FOR SOLVING THE LINEAR EQUATION(NOTES)
METHOD-1A(EXPLANATION)
METHOD-1A(NOTES)
METHOD-1B(EXPLANATION)
METHOD-1B(NOTES)
METHOD-2(EXPLANATION)
METHOD-2(NOTES)
METHOD-3(EXPLANATION)
METHOD-3(NOTES)
QUESTION BASED ON AGES(EXPLANATION)
QUESTION BASED ON AGES(NOTES)
QUESTION BASED ON AGES RATIO(EXPLANATION)
QUESTION BASED ON AGES RATIO(NOTES)
QUESTION
SUMMARY
LEVEL_1A
LEVEL_1B
LEVEL_2A
LEVEL_2B
LEVEL_3A
LEVEL_3B
ALGEBRAIC EXPRESSIONS AND IDENTITIES
INTRODUCTION(EXPLANATION)
INTRODUCTION
TYPES OF ALGEBRA ARITHMETIC EXPRESSIONS(EXPLANATION)
TYPES OF ALGEBRA ARITHMETIC EXPRESSIONS (NOTES)
FACTORS OF TERMS(EXPLANATION)
FACTORS OF TERMS (NOTES)
LIKE TERMS(EXPLANATION)
LIKE TERMS (NOTES)
UNLIKE TERMS(EXPLANATION)
UNLIKE TERMS (NOTES)
CO-EFFICIENT(EXPLANATION)
CO-EFFICIENT (NOTES)
EXPRESSION(EXPLANATION)
EXPRESSION (NOTES)
CLASSIFICATION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)
CLASSIFICATION OF ALGEBRAIC EXPRESSIONS (NOTES)
ADDITION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)
ADDITION OF ALGEBRAIC EXPRESSIONS (NOTES)
SUBTRACTION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)
SUBTRACTION OF ALGEBRAIC EXPRESSIONS (NOTES)
MULTIPLICATION OF ALGEBRAIC EXPRESSIONS(EXPLANATION)
MULTIPLICATION OF ALGEBRIAC EXPRESSIONS (NOTES)
MULTIPLICATION OF TWO THREE OR MORE MONOMIALS(EXPLANATION)
MULTIPLICATION OF TWO THREE OR MORE MONOMIALS (NOTES)
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
LEVEL_1B
LEVEL_1C
LEVEL_2A
LEVEL_3A
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
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
LEVEL-2
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