Other resources you can use are under Prof. Christ's Homepage or under bspace
Solutions to a couple of problems
Solution to 3.3.51 (the arclength problem)
A picture of the through in 3.9.24
Solution to 3.9.44 (the clock/law of cosines problem)
Solution to 3.10.36 (the paint problem)
Solutions to 4.4.14, 4.4.15, 4.4.49, 4.4.71
Solution to 4.8.38 (last Newton Method problem)
Solution to 5.1.26 (The polygon problem)
Solution to 5.2.67, 5.2.68 (Functions that are not Riemann integrable)
Study Guides
A List of Definitions, Theorems, and Proofs for the Final
Other notes
Notes for Sep. 23 Section (Derivatives)
A Worksheet about epsilons and deltas (thanks to Chris Peterson)
Derivation of the formula for the derivative of arccos (detailed version)
Derivative of arccos (what you would need to write on the exam)
A handout about slant asymptotes and how to find them
A handout about the area problem
A fun handout about the FTC (just for fun, won't be on the exam)
Proof of the FTC (what you would need to write on the exam)
Proof of the FTC (detailed version with lots of explanations)
A fun handout about non-integrable functions and the Lebesgue integral (just for fun, won't be on the exam)
Practice exams
Midterm 1
Midterm 2 (also look at Prof. Vojta's and Prof. Borcherds' Midterm 1)
Final Exam
Final (also from Borcherds) Answer Key
