#CALCULUS EARLY TRANSCENDENTALS 8TH EDITION QUIZ PLUS#
The substitution rule - Review - Problems plus - 6.
Indefinite integrals and the net change theorem - Writing project : Newton, Leibniz, and the invention of calculus - 5.5. The fundamental theorem of calculus - 5.4. The definite integral - Discovery project : area functions - 5.3. Antiderivatives - Review - Problems plus - 5. Optimization problems - Applied project : the shape of a can - Applied project : Planes and birds: Minimizing energy - 4.8. Graphing with calculus and calculators - 4.7. Indeterminate forms and L'Hospital's rule - Writing project : the origins of L'Hospital's rule - 4.5. How derivatives affect the shape of a graph - 4.4. Maximum and minimum values - Applied project : the calculus of rainbows - 4.2. Hyperbolic functions - Review - Problems plus - 4. Linear approximations and differentials - Laboratory project : Taylor polynomials - 3.11. Rates of change in the natural and social sciences - 3.8. Derivatives of logarithmic functions - 3.7. The chain rule - Applied project : where should a pilot start descent? - 3.5. Derivatives of trigonometric functions - 3.4. Derivatives of polynomials and exponential functions - Applied project : building a better roller coaster - 3.2. The derivative as a function - Review - Problems plus - 3. Derivatives and rates of change - Writing project : early methods for finding tangents - 2.8. Limits at infinity horizontal asymptotes - 2.7. Calculating limits using the limit laws - 2.4. Inverse functions and logarithms - Review - Principles of problem solving - 2. Graphing calculators and computers - 1.5. Mathematical models : a catalog of essential functions - 1.3. Preface - To the student - Diagnostic tests - A preview of calculus - 1.
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