University of Illinois at Urbana-Champaign

Math 231A. Calculus II
Fall 2006

Welcome to Math 231A! This website contains general information about the organization of the course. It also contains the following links.

1. Class Times

Lectures: Monday and Wednesday, 8 am., 66 Main Library.

Exercise Classes:

AD1 Tues, Th, 8 am., 142 Henry
AD2 Tues, Th, 9 am., 140 Henry
AD3 Tues, Th, 10 am., 147 Altgeld
AD4 Tues, Th, 1 pm., 147 Altgeld
AD5 Tues, Th, 2 pm., 148 Henry
AD6 Tues, Th, 9 a.m., 143 Henry

2. Text

Edwards and Penney, 6th Edition. The course covers Chapters 6-10 (in part).

3. Instructors

For the lectures, the instructor is:

Professor Derek Robinson,
332 Illini Hall,
333-6219,
robinson@math.uiuc.edu.

For the Exercise classes, the instructors are:

AD1 Andrew Ledoan, 127 AH 4-4997, ledoan@math.uiuc.edu.
AD2 Andrew Ledoan, 127 AH 4-4997, ledoan@math.uiuc.edu.
AD3 David Lipsky, 245 IH, 3-3973, dlipsky@math.uiuc.edu.
AD4 Ngin-Tee Koh, 346 IH, 3-6328, nkoh@uiuc.edu.
AD5 Ngin-Tee Koh, 346 IH, 3-6328, nkoh@uiuc.edu.
AD6 David Lipsky, 245 IH, 3-3973, dlipsky@math.uiuc.edu.

4. Exams and Homework

There will be 4 in-class hourly exams and 4 sets of graded homework. The exams will be given during the Exercise classes on Thursdays. Also the graded homework will be collected on Thursdays.

5. Final Exam

The final exam is on December 16, 8-11am.

6. Grades

Grades will be computed according to the following scheme:
4 hourly exams 46%
4 sets of homework 24%
Final 30%
Total 100%

7. Attendance

Attendance at the Exercise classes is compulsory and will be recorded. Students missing a significant number of classes will be graded down.

8. Questions

If you have questions or problems, first try to resolve them with the instructor of your Exercise class.

9. Office Hours

Office hours for the Exercise classes are as follows:

AD1 Tues-Thur 12-1, B1 CH.
AD2 Tues-Thur 12-1, B1 CH.
AD3 Mon 3-5, Tues 4-5, 245 IH.
AD4 Fri 1-3, 346 IH.
AD5 Fri 1-3, 346 IH.
AD6 Mon 3-5, Tues 4-5, 245 IH.

You should only attend the office hours for your Exercise class.

10. Assigned Problems from the Book

Be sure to do all the assigned problems from the book. These will not be graded, but you may be asked about them during the Exercise classes. Remember, the assigned problems represent the minimum number you should try. Finally, don't fall behind in the course! It's hard to catch up.

11. Bulletin Board


8/28/06 The class website address is www.math.uiuc.edu/~robinson/math231/math231.html
8/28/06 If you have questions, it is best to ask your TA during the exercise class. There is very little time for me (DR) to answer questions after class.
8/28/06 Be sure that you attend the right exercise class; check the list of times and classooms.
10/12/06 Mid-term grades are now available. These give an indication of where you stand with 24% of grade earned.
10/19/06 Grading: If you have a question about grading, first try to resolve it with your TA. If you still cannot agree, you can come to me (DR), and I'll make the final decision. Course grades are computed first as percentages and then letter grades are assigned on the basis of these.
10/23/06 Note for students in sections AD1 and AD2: Andrew Ledoan's office and telephone number have changed.
12/5/06 The final exam. This is on Saturday December 16, 8-11 am. It will be held in 100 Gregory Hall. It will cover the entire course, except for conics and hyperbolic functions. The rules are: no books, no calculators, no cell phones. To guard against possible substitution, students should hand their exams personally to their TA: no one else will accept it.
12/5/06 If you would like to have an estimate of your current grade position, you should email me (DR).
12/8/06 Here are some suggestions for studying for the final exam.

1. Do all the problems on the review sheet; the final will be fairly similar. Look at the solutions ONLY after you've tried the problems for yourself.

2. List the standard integrals you have to remember. Also review each of the methods of integration that we covered.

3. Review the formulas for arc length and surface area.

4. Make a list of all the tests for convergence, paying attention to the rules about when they apply.

5. Remember the power series for exp(x), sin x, cos x.

6. Rework all the HW and exam problems. And of course work out as many problems from the book as you can.

7. Review the basic trig identies.

12/13/06 Solutions to the Review Problems have now been posted.
12/13/06 Remember to set your alarms for Saturday. Best of luck everyone!

Last modified 12/13/06.