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Homework |
| HW # | Due Date | Read |
|---|---|---|
| Final Exam | F 12/9 1:00-4:00 PM Fowler 307 (New time and location) |
Exam is cumulative, with a little emphasis on
HWs 19-22. Last year's Final Exam. |
| Definitions & Theorems | ||
| 22 | W 12/7 | Do not turn in. |
| 21 | F 12/2 | Section 13. Read up to and including Theorem 1; the rest is optional. |
| 20 | M 11/28 | |
| Midterm #3 | W 11/16 | Covers HWs 15-18, Sections 7-11. Last year's Quiz #4, and Quiz #5 |
| 19 | M 11/14 | |
| F 11/11 | Section 12. | |
| 18 | M 11/7 | |
| 17 | F 11/4 | Section 11. http://www.kleinbottle.com/index.htm (just for fun) |
| W 11/2 | Section 10. | |
| 16 | M 10/31 | |
| F 10/28 | Section 9. | |
| 15 (With
pictures, but doesn't print well) 15 (Prints well, but without pictures) |
W 10/26 | Section 8. (Pictures missing -- will be handed out in class) |
| Midterm #2 | W 10/19 | Covers HWs 6-14 and Sections 2-6. Last year's Quiz #2, Quiz #3, and Quiz #4 (ignore problems 3, 4, 5, for this midterm). |
| 14 | F 10/14 | Section 7. |
| 13 | W 10/12 | |
| 12 | M 10/10 | Section 6. |
| 11 | F 10/07 | Re-read Section 5 on quotient topology. Review and catch up. |
| 11 | W 10/05 | |
| 10 | M 10/03 | Section 5. |
| 10 | F 9/30 | |
| 9 | W 9/28 | Section 4. |
| 8 | M 9/26 | Section 3 (both pages). |
| 7 | F 9/23 | Finish Section 2. |
| Midterm #1 | W 9/21 | Covers HWs 1-5, Section 1 (not 2). Exam
problems will be similar or identical to HW problems. Make sure you
can do all HW problems without looking at any notes. Last year's Quiz #1. |
| 6 | M 9/19 | Review for the midterm. |
| 5 | F 9/16 | Second page of Section 2. |
| 4 | W 9/14 | First page and a half of Section 2, including Theorem 2 and its proof. |
| 3 | M 9/12 | Finish Section 1. |
| 2 | F 9/9 | Page 2 of Section 1. |
| 1 | W 9/7 | Page 1 of Section 1. |
EC: Extra Credit problems are optional, and do not carry any points. If you do them, you are encouraged to turn them in with your regular homework, though the grader may or may not have the time to grade them. You are also encouraged to show them to me during office hours. These are problems that are interesting and sometimes more challenging. Work on them only if and when you have mastered all the other problems.