MATH 152-003 Calculus II (Ellis) Fall 2007
Return to main 152-003 page Have you filled out the course evaluation?? (click
here)
What to study for the final
How to use this page. Work a couple of problems at a time without referring
to anything. Ask yourself if you know the reason for each step. Then look at the
written key or the video key. Don't be tricked into thinking you know the material
if you can't reproduce it without the key in front of you.
- All exams and final exams from 2005-2007, except for question 4 on the final
exam for 2005, which is on complex numbers.
- All homework assigned for this semester. Any concept underlying any assigned
homework could be tested, at a level of difficulty like the three previous exams
this fall.
- Problems with video solutions
(This material is from Amy Austin's Math 152 Review
page. Go to this main page and click the link for the problems,
solutions, or video as needed.
- What is not covered by these problems: Chapter 7 (log, exponential
functions, inverses, L'Hospital's rule); Parametric curves and Polar curves. For
this material, refer to homework and previous exams from thsi course.
- Taylor Series: All problems for Week in Review 11. You will definitely
be asked to compute a Taylor Series on the final. You will definitely be asked to
use the Taylor Series in the place of a function such as Problems 5-6. You could
also be asked to show convergence of a Taylor Series to the function, but I will
provide the Taylor Remainder Inequality as a formula.
- Week in Review 3, problems 10-11, 13-16 (techniques of integration).
- Week in Review 4, all problems (techniques of integration).
- Night before drill
(before their Exam 1) problems 1-4, 15-36 (techniques of integration)
- Week in Review 5, problems 4-5 (improper integrals).
- Week in Review 6, all problems (differential equations).
- Night before drill
(before their Exam 2) problems 1-4, 8-14, 16-17
- Weeks in
Review 8-10, all problems (Sequences, series, and power series)
page maintained by Robert Ellis /
http://math.iit.edu/~rellis/