S. No.
| Chapter Name
| Marks
|
1. | Relations and Functions - Introduction, types of relations, functions and their classification | 5 |
2. | Inverse Trigonometric Functions - Definition, principal values, and properties | 6 |
3. | Matrices - Types, operations, properties, and transpose | 6 |
4. | Determinants – Properties, application in solving linear equations, and inverse | 6 |
5. | Continuity and Differentiability - Concepts of continuity, differentiability, derivatives | 8 |
6. | Applications of Derivatives - Rate of change, increasing/decreasing functions, maxima/minima | 6 |
7. | Integrals – Integration is the inverse process of differentiation, definite and indefinite integrals | 12 |
8. | Applications of Integrals - Area under curves and between two curves | 3 |
9. | Differential Equations - Formation, order and degree, solution of linear equations | 6 |
10. | Vector Algebra - Vectors, types, dot and cross product | 7 |
11. | Three-dimensional Geometry - Direction cosines, lines and planes | 7 |
12. | Linear Programming - Problem formulation and graphical method of solution | 3 |
13. | Probability - Concepts of conditional probability, Bayes' theorem, independent events | 5 |
Total (Theory Paper) | 80 |