Introduction -- Chapter 1. Basic Differentiation Rules and the Derivatives of Polynomials -- Chapter 2. The Chain Rule -- Chapter 3. The Product Rule -- Chapter 4. The Quotient Rule -- Chapter 5. Derivatives of Trigonometric Functions -- Chapter 6. Derivatives of Inverse Trigo Functions -- Chapter 7. Derivatives of Exponential Functions -- Chapter 8. Derivatives of Logarithmic Functions -- Chapter 9. Derivatives of Hyperbolic Functions -- Chapter 10. Derivatives of Implicit Functions -- Chapter 11. Second Order Derivatives -- Chapter 12. Extreme Values-Maxima and Minima -- Chapter 13. Limit and L'hopital's Rule -- Chapter 14. Indefinite Integrals and Integrals of Polynomials -- Chapter 15. Definite Integrals -- Chapter 16. Integrals of Trigonometric Functions -- Chapter 17. Integrals of Exponential, Logarithmic and Hyperbolic Functions -- Chapter 18. Integration by Polynomial Substitution -- Chapter 19. Integration by Trigonometric substitution -- Chapter 20. Integration by parts -- Chapter 21. Multiple Integrals.

This workbook has been written to provide you all the help you need to master the essential calculus skills of evaluating derivatives, limits and integrals quickly and accurately. For achieving this objective, it guides you step-by-step through the essential tool set - rules, methods and formulas - with the help of clear discussions of topics, thoroughly explained solved examples and exercises with complete solutions. In order to inculcate full student confidence, this user-friendly workbook does not shy away from clarifying even ‘simple’ calculation skills like addition of fractions, multiplication/division of exponents, use of trigonometric identities and so on.