Chapter 1 (Knowing our Numbers)
Chapter 3 (Playing With Numbers)
Chapter 4 (Basic Geometrical Ideas)
Chapter 5 (Understanding Elementary Shapes)
Chapter 12 (Ratio and Proportion)
Chapter 14 (Practical Geometry)
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Chapter 2 (Fractions and Decimals)
Chapter 6 (The triangle and its properties)
Chapter 7 (Congruence of Triangle)
Chapter 8 (Comparing Quantities)
Chapter 10 (Practical Geometry)
Chapter 11 (Perimeter and Area)
Chapter 12 (Algebraic Expressions)
Chapter 13 (Exponents and Powers)
Chapter 15 (Visualizing the Solid Shapes)
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Chapter 2 (Linear Equations in One Variable)
Chapter 3 (Understanding Quadrilaterals)
Chapter 4 (Practical Geometry)
Chapter 6 (Squares and Square Roots)
Chapter 7 (Cubes and Cube Roots)
Chapter 8 (Comparing Quantities)
Chapter 9 (Algebraic Expressions and Identities)
Chapter 10 (Visualizing the Solid Shapes)
Chapter 12 (Exponents and Powers)
Chapter 13 (Direct and Indirect Proportions)
Chapter 15 (Introduction to Graphs)
Chapter 16 (Playing With Numbers)
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Chapter 3 (Coordinate Geometry)
Chapter 4 (Linear Equations in Two Variables)
Chapter 5 (Introduction to Euclid's Geometry)
Chapter 9 (Areas of Parallelogram and Triangles)
Chapter 13 (Surface Areas and Volume)
Appendix I (Proofs in Mathematics)
Appendix II (Introduction to Mathematics Modelling
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Chapter 3 (Pair of Linear Equations in Two Variables)
Chapter 4 (Quadratic Equations)
Chapter 5 (Arithmetic Progressions)
Chapter 7 (Coordinate Geometry)
Chapter 8 (Introduction to Trigonometry)
Chapter 9 (Some Applications of Trigonometry)
Chapter 12 (Areas Related to Circles)
Chapter 13 (Surface Areas and Volumes)
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Chapter 2 (Relations and Functions)
Chapter 3 (Trigonometric Functions)
Chapter 4 (Principle of Mathematical Induction)
Chapter 5 (Complex Numbers and Quadratic Equations)
Chapter 6 (Linear Inequations)
Chapter 7 (Permutations and Combinations)
Chapter 9 (Sequences and Series)
Chapter 12 (Introduction to Three Dimensional Geometry)
Chapter 13 (Limits and Derivative)
Chapter 14 (Mathematical Reasoning)
Appendix II (Mathematical Modelling)
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