| Introduction.
Part I: Introduction to Integration.
Chapter 1: An Aerial View of the Area Problem.
Chapter 2: Dispelling Ghosts from thw Past: A Review of Pre-Calculus and Calculus I.
Chapter 3: From Definite to Indefinite: The Indefinite Integral.
Part II: Indefinite Integrals.
Chapter 4: Instant Integration: Just Add Wat5er (And C).
Chapter 5: Making a Fast Switch: Variable Substitution.
Chapter 6: Integration by Parts.
Chapter 7: Trig Substitution: Knowing All the (Tri)Angles.
Chapter 8: When All Else Fails: Integration with Partial Fractions.
Part III: Intermediate Integration Topics.
Chapter 9: Forging into New Areas: Solving Area Problems.
Chapter 10: Pump up the Volume: Using Calculus to Solve 3-D Problems.
Part IV: Infinite Series.
Chapter 11: Following a Sequence, Winning the Series.
Chapter 12: Where Is This Going? Testing for Convergence and Divergence.
Chapter 13: Dressing up Fractions with the Taylor Series.
Part V: Advanced Topics.
Chapter 14: Multivariable Calculus.
Chapter 15: What's So Different about Differential Equations?
Part VI: The Part of Tens.
Chapter 16: Ten "Aha!" Insights in Calculus II.
Chapter 17: Ten Tips to Take to the Test.
Index.
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