The following schedule is meant to be a fairly close approximation to reality. It is possible that you might not have time to do every exercise. The more exercises that you do, the better you will learn the material. (Some exercises not on the following list may appear on tests.)
| Date | Pages | Exercises |
| Jan 22-25 | 1-10 | all! |
| Jan 28-Feb 1 | 11-28 | all |
| Feb 4-8 | 29-42 | 1.7, 1.8(a,c,e,g), 1.9, 1.10, 2.8, 2.9, 2,10, 2.11, 2.13 2.17(a,b,d,e,g,h,i), 2.19 |
| Feb 11-15 | 43-50 | all! |
| Feb 18-22 | 51-63 | all! |
| Feb 25-29 | 64-69 | all! | Test I on Thursday, February 28 |
| Mar 3-7 | 70-76 | 6.6-6.20 (6.19, 6.20 are optional; there is a prize for giving a nice solution to 6.26) |
| Mar 10-14 | (You may skip the section on Cauchy sequences.) | |
| 77-91 | all! | |
| Mar 17-21 | Spring Break | Mar 24-28 | 92-105 | all! |
| Mar 31-Apr 4 | 106-117 | all! |
| Test II on Thursday April 3 | ||
| Apr 7-Apr 11 | 117 -125 | all |
| Apr 14-18 | 125-128 | all! |
| Apr 21-25 | 128-138 | all! |
| Apr 28-May 2 | 139-148 (skip that part of Section 10 on pages 146-147.) | all! |
| May 5-9 | 148-157; Review | all |