The humongous book of calculus problems : translated for people who don´t speak math / W. Michael Kelley.

_ Chapter 1 Linear Equations and Inequalities: Problems containing x to the first power 1 -- Chapter 2 Polynomials: Because you can´t have exponents of I forever 15 -- Chapter 3 Rational Expressions: Fractions, fractions, and more fractions 27 -- Chapter 4 Functions: Now you´ll start seeing f(x) all over the place 41 -- Chapter 5 Logarithmic and Exponential Functions: Functions like log, x, lu x, 4x, and e[superscript x] 57 -- Chapter 6 Conic Sections: Parabolas, circles, ellipses, and hyperbolas 69 -- Chapter 7 Fundamentals of Trigonometry: Inject sine, cosine, and tangent into the mix 91 -- Chapter 8 Trigonometric Graphs, Identities, and Equations: Trig equations and identity proofs 105 -- Chapter 9 Investigating Limits: What height does the function intend to reach 123 -- Chapter 10 Evaluating Limits: Calculate limits without a graph of the function 137 -- Chapter 11

_ Advanced Integration Techniques: Even more ways to find integrals 363 -- Chapter 22 Cross-Sectional and Rotational Volume: Please put on your 3-D glasses at this time 389 -- Chapter 23 Advanced Applications of Definite Integrals: More bounded integral problems 423 -- Chapter 24 Parametric and Polar Equations: Writing equations without x and y 443 -- Chapter 25 Differential Equations: Equations that contain a derivative 467 -- Chapter 26 Basic Sequences and Series: What´s uglier than one fraction? Infinitely many 495 -- Chapter 27 Additional Infinite Series Convergence Tests: For use with uglier infinite series 511 -- Chapter 28 Advanced Infinite Series: Series that contain x´s 529 -- Appendix A Important Graphs to memorize and Graph Transformations 545 -- Appendix B The Unit Circle 551 -- Appendix C Trigonometric Identities 553 -- Appendix D Derivative Formulas 555 -- Appendix E Anti-Derivative Formulas 557.

_ Continuity and the Difference Quotient: Unbreakable graphs 151 -- Chapter 12 Basic Differentiation Methods: The four heavy hitters for finding derivatives 169 -- Chapter 13 Derivatives and Function Graphs: What signs of derivatives tell you about graphs 187 -- Chapter 14 Basic Applications of Differentiation: Put your derivatives skills to use 205 -- Chapter 15 Advanced Applications of Differentiation: Tricky but interesting uses for derivatives 223 -- Chapter 16 Additional Differentiation Techniques: Yet more ways to differentiate 247 -- Chapter 17 Approximating Area: Estimating the area between a curve and the x-axiz 269 -- Chapter 18 Integration: Now the derivative´s not the answer, it´s the question 297 -- Chapter 19 Applications of the Fundamental Theorem: Things to do with definite integrals 319 -- Chapter 20 Integrating Rational Expressions: Fractions inside the integral 343 -- Chapter 21