How to Learn Calculus of One Variable: Volume 1 by J.D. Ghosh, Anwarul Haque
English | 2008 | ISBN: 8122415245 | 960 pages | PDF | 5,6 MB
Intends to bring out some of the most important concepts associates with the theoretical aspects. This book can help the student to learn the methods of Calculus and theoretical aspects.
1. Function 1
2. Limit and Limit Points 118
3. Continuity of a Function 151
4. Practical Methods of Finding the Limits 159
5. Practical Methods of Continuity Test 271
6. Derivative of a Function 305
7. Differentiability at a Point 321
8. Rules of Differentiation 354
9. Chain Rule for the Derivative 382
10. Differentiation of Inverse Trigonometric Functions 424
11. Differential Coefficient of Mod Functions 478
12. Implicit Differentiation 499
13. Logarithmic Differentiation 543
14. Successive Differentiation 567
15. L'Hospital's Rule 597
16. Evaluation of Derivatives for Particular Arguments 615
17. Derivative as Rate Measurer 636
18. Approximations 666
19. Tangent and Normal to a Curve 692
20. Rolle's Theorem and Lagrange's Mean Value Theorem 781
21. Monotonocity of a Function 840
22. Maxima and Minima 870
Bibliography 949
Index 950
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