| 1 |
Real Numbers (Fundamental Theorem of Arithmetic, Euclid's Division Lemma and Algorithm, Rational and Irrational Numbers) |
10 Marks |
| 2 |
Polynomials (Division Algorithm For Polynomials, Zeroes and Coefficients, Geometric Meaning of The Zeroes) |
20 Marks |
| 3 |
Pair of Linear Equations in 2 Variables (Graphical Solution to Linear Equations, Substitution Method, Elimination Method, Cross Multiplication Method, Equations Reducible to Linear Form) |
| 4 |
Quadratic Equations (Introduction to Quadratic Equations, Procedure of Completing The Square, Nature of Roots, Equations Reducible to Quadratic Form) |
| 5 |
Arithmetic Progression (Introduction to Arithmetic Progression, nth Term of A.P., The sum of n Terms of A.P., Word Problems of A.P.) |
| 6 |
Coordinate Geometry (Distance Formula, Section Formula, Area of Triangles) |
10 Marks |
| 7 |
Introduction to Trigonometry (Trigonometric Ratios, Trigonometric Tables, Trigonometric Ratios of Complementary Angles, Introduction to Trigonometric Identities, Applications of Trigonometric Identities) |
20 Marks |
| 8 |
Some Applications of Trigonometry (Introduction to Heights and Distances, Applications of Heights and Distances) |
| 9 |
Triangles (Basic Proportionality Theorem, Converse of BPT, Criteria For Similar Triangles, Problems with Similar Triangles, Areas of Similar Triangles, Pythagoras Theorem, Problems on Pythagoras Theorem) |
30 Marks |
| 10 |
Circles (Tangents to a Circle, Properties of Tangents) |
| 11 |
Construction (Construction of Similar Triangles, Construction of Tangents) |
| 12 |
Areas Related to Circles (Areas and Circumference of a Circle, Areas of Sectors and Segments, Areas of Combination of Figures) |
| 13 |
Surface Areas and Volumes (Surface Area: Combination of Solids, Volume: Combination of Solids, Conversion of Solids, Frustum of A Cone) |
| 14 |
Statistics (Arithmetic Means of Grouped Data, Mode of Grouped Data, Median of Grouped Data, Relation Between Central Tendencies, Cumulative Frequency Curve) |
10 Marks |
| 15 |
Probability (A Classical Approach to Probability, Applications of Probability) |
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