Syllabus: Mathematics for Class 8 | Mathematics (Maths) Class 8 PDF Download

• Associative and Distributive Properties of Rational Numbers
• Closure and Commutative Properties of Rational Numbers

• Equations Reducible to Simpler Forms
• Solving Equations Having the Variable on Both Sides
• Solving Equations Having the Variable on One Side

• Angle Sum Property of Polygons
• Applications of Parallelograms
• Parallelogram and its Properties
• Polygons

• Chance and Probability
• Histograms
• Introduction to Statistics
• Pie Chart or Circle Graph

• Finding the Square Root by the Division Method
• Finding the Square Root by Prime Factorisation
• Patterns of Square
• Squares

• Cube Root
• Introduction to Cubes and Their Patterns
• Perfect Cubes

• Compound Interest
• Percentage and Discounts
• Profit and Loss
• Sales Tax and Value Added Tax

• Multiplying Polynomials
• Standard Identities

• Area of a General Quadrilateral and a Polygon
• Area of Trapezium
• Surface Area and Volume of a Cube and a Cuboid
• Surface Area and Volume of a Cylinder

• Expressing Small Numbers in Standard Form
• Negative Exponents

• Direct Proportion
• Inverse Proportion

• Common Errors
• Division of Algebraic Expressions
•  Factorisation using Algebraic Identities
• Methods of Factorisation

• Coordinates and the Cartesian Plane
• Line Graphs
• Linear Graphs

Tips and Tricks to score better in Class 8 Mathematics

• Understand the Concepts: Grasping the basics is crucial in mathematics. Make sure you understand key concepts and theories instead of just memorizing them. This foundation will help you solve various types of problems effectively.

• Practice Regularly: Consistent practice is essential. Work through problems daily to reinforce your understanding and improve your problem-solving speed. Utilize NCERT exercises and other practice sets to cover a wide range of questions.

• Use a Formula Book: Maintain a separate notebook for formulas, theorems, and important notes. Review these regularly to keep them fresh in your memory, which will help you solve problems quickly and accurately during exams.

• Solve Previous Year Papers: Practicing previous years' question papers helps you get familiar with the exam pattern and types of questions asked. This also aids in time management and boosts your confidence.

• Analyze and Revise: After practicing, review your performance to identify weak areas. Focus on improving these sections and regularly revise all topics to ensure thorough preparation for the exams.

By following these tips, you'll be well-prepared to tackle your mathematics exams and score good marks.