Calculus

Description

Contents:

Important Calculus Formulas: 9-11
1. Hyperbolic Function 13 – 18
2. Higher Order Derivative (or Successive Differentiation) 19 – 49
3. Asymptotes 50 – 87
4. Partial Differentiation 88 – 121
5. Concavity and Inflection Point 122 – 148
6. Curve Tracing 149 – 180
7. L’Hospital Rule 181 – 203
8. Maxima and Minima 204 – 239

9. Reduction Formulae 240 – 282

10. Rectification (Arc, Length) 283 – 301

11. Quadrature (Area of Curves) 302 – 323

12. Beta and Gamma Function 324 – 345

13. Scalar and Vector Function 346 – 365

14. Vector Function 366 – 393

15. Differential Operator 394 – 428

16. Gauss’s, Green’s and Stoke’s Theorem 429 – 474

17. Modeling Ballistics and Planetary Motion 475 – 496