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What is CBSE based course curriculum for Grade 8 Mathematics?

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Class 8 math curriculum will teach students real numbers, rational numbers, and approximation of irrational numbers to rational numbers. In class 8 math, students are expected to know the four basic properties of numbers – the commutative, associative, closure, and distributive. Then students learn basic algebra, emphasizing the percentage, percentage comparison, and compound interest methods. As students learn basic algebra, the focal point now comes to the algebra-I topics, namely the expressions and equations, division and multiplication of expressions, exponents, square roots and cube roots, data handling, and analysis, and visualizing the 3-D objects.

Students will learn equivalent forms of large and small numbers in scientific and standard notation and learn to identify and explain the absolute values of numbers.

Our rigorous content includes math lessons, and a video for each chapter is followed by practice test questions from a large database of Math questions for class 8.

TOPIC MODULE CHAPTER NAME
Number System Real Numbers Introduction
Properties of Rational Numbers
Properties of Rational Numbers
Finding a Rational Number Between Two Rational Numbers
Irrational Numbers
Playing With Numbers Introduction
General Techniques, Playing With Numbers
Letters for Digits
Test of Divisibility
Basic Algebra Comparing Quantities Introduction
Percentage Change and Comparison
Profit, Loss, and Tax
Compound Interest Intro and Example
Algebraic Expressions and Identities Introduction
Multiplication of Algebraic Expressions
Standard Identities
Algebra-1 Exponents and Powers Laws of Exponents
Expressing Large Numbers in a Standard form
Powers with Negative Exponents
Exponents and Small Numbers
Square and Square Roots Introduction
Pythagorean Triplets
Square roots
Square Roots of Decimals
Cube and Cube Roots Introduction
Cube Roots
Linear Equation with One Variable Solving Linear Equations
Simplifying Linear Equations
Factorization of Expressions Introduction
Factorization Using Standard Identities
Division of Algebraic Expressions
Direct and Inverse Proportion Direct proportion
Inverse Proportion
Geometry Practical Geometry Construction Using 4 Sides and Diagonals
Construction Using 3 Sides and 2 Diagonals
Construction Using 2 Adjacent Sides and 3 Angles
Construction Using 3 Adjacent Sides and 2 Including Angles
Visualizing Solid Shapes Introduction
Views of 3-D Shapes
Understanding Quadrilaterals Introduction, Polygons
Trapezium and Parallelogram
Square and Rhombus
Measurement Measurement Area of Trapezium and Parallelogram
Area of Rhombus
Area of Cube, Cuboid and Cylinder
Statistics Linear Graphs Introduction
Linear Graphs
Data Handling And Analysis Introduction
Organizing and Grouping Data
Circle Graph Or Pie Chart
Chance and Probability
Bivariate Data and Scatter Plots