Author : H K Dass, Rajnish Verma & Rama Verma
Price : 450.00 360.00
Unit I: Differentiability
1. Differentiability of a Function
2. Chain Rule of Differentiation
3. Mean Value Theorems
4. Successive Differentiation: Leibniz's Theorem
Unit II: Expansion of Functions
5. Maclaurin and Taylor's Theorems
6. Maxima and Minima
Unit III: Curvature, Asymptotes and Curve Tracing
7. Curvature
8. Asymptotes
9. Concavity, Convexity and Point of Inflexion
10. Tracing of Curves
Unit IV: Integral Calculus
11. Integration of Rational and Irrational Functions
12. Evaluation of Definite and Special Integrals
13. Differentiation and Integration Under Sign of Integration
14. Reduction Formulae
Unit V: Geometry of Integral Calculus
15. Length and Area Bounded by Plane Curves
16. Volume and Surface Area of Solid of Revolution
Unit VI: Planes, Straight Lines and Spheres
17. Plane
18. Straight Line
19. Sphere
Questions from Latest Examinations
Index
Questions from Latest Examination Papers
Index
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