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Part 1

The Questions

IN THIS PART …

The only way to become proficient in math is through a lot of practice. Fortunately, you have now 1,001 practice opportunities right in front of you. These questions cover a variety of calculus-related concepts and range in difficulty from easy to hard. Master these problems, and you’ll be well on your way to a very solid calculus foundation.

Here are the types of problems that you can expect to see:

 Algebra review (Chapter 1)

 Trigonometry review (Chapter 2)

 Limits and continuity (Chapter 3)

 Derivative fundamentals (Chapters 4 through 7)

 Applications of derivatives (Chapter 8)

 Antiderivative basics (Chapters 9 and 10)

 Applications of antiderivatives (Chapter 11)

 Antiderivatives of other common functions and L’Hôpital’s rule (Chapter 12)

 More integration techniques (Chapters 13 and 14)

 Improper integrals, the trapezoid rule, and Simpson’s rule (Chapter 15)