Calculus II Problem Section (Spring 2008)

Calculus II Problem Section (Spring 2008)

Section Info:
    Math 2019.309 (Lewis): W 2:30-4:20PM in CB 1.124
    Math 2019.311 (Lewis): R 2:30-4:20PM in CB 1.106
    Math 2019.312 (Garrett): R 2:30-4:20PM in CB 1.106

TA: Nam Lam

Office: FO 1.615

Office Hours:

Mon 12:30-1:30PM
Tue 12:30-1:30PM
Wed 12:30-1:30PM
Thu 12:30-1:30PM
and by appointment

Email:

Announcements

I think grades are just about done.

You've been a great class, and I had a lot of fun working with all of you this semester. Like I said before, this is what I'll miss the most. You don't know how much you've changed my career path and my whole outlook on mathematics. So, Thank you.

Have a great summer and best of luck in the future! You have my email. You know where I'll be after this. Let me know how you're doing sometime.

--NL

Here is the webpage for the previous incarnation of this problem section (Fall 2007).

Course Materials

You'll need a PDF reader such as Adobe Reader to read these files.

Calculus I Review Packet
Selected solutions to the Calculus I Review

Complex Numbers
Appendix F -- Here, you can download the appendix covering complex numbers. Answers to the odd problems are there too.
Notes on Complex Numbers

Exam 1 Material
Notes	Problems
Parametric Curves (10.2 & 10.3) Polar Graphs Polar Area and Arc Length Lines and Planes	Problem Set 1 Problem Set 2
Exam 1 Review and solutions (part 1, part 2, and part 3) Try the problems on your own before looking at the solutions! This is very similar to the one I used last semester.

Exam 2 Material
Notes	Problems
Vector Valued Functions Ch. 12 Formulas Limit DNE Notes on 13.6 & 13.7	Problem Set 4 Problem Set 5 Problem Set 6 Problem Set 7
Exam 2 Review and solutions (part 1 and part 2) You may also want to look at the one I used last semester.

Exam 3 Material
Notes	Problems
Relative Extrema Lagrange Multipliers Series	Problem Set 8 Problem Set 9 Problem Set 10
Exam 3 Review and solutions (part 1, part 2, and part 3) As always, you should try the problems on your own and in your own way before looking at the solutions!

Loose Ends
Notes	Problems
Power Series	Sec. 8.8 -- Improper Integrals Ch. 9 -- Series Ch. 9 -- Power Series Ch. 13 & 14 -- Functions of Several Variables Ch. 11 & 12 -- Vectors and Vector-Valued Functions Ch. 10 -- Parametric Curves and Polar Curves
Final Exam Review -- This is the official review put together by the professors. It's the same one that is on Dr. Lewis's and Dr. Garrett's WebCT.

Comments

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