Syllabus
The following is a tentative syllabus for the course. This page will be updated irregularly.
| Week | Date | Section | Description |
| 1 | 1/6 | - | Introduction |
| 1/8 | Ch 15.1 | Iterated integrals | |
| 1/10 | Ch 15.2 | More general regions | |
| 2 | 1/13 | Ch 15.2, 15.3 | Triple integrals |
| 1/15 | Ch 15.3 | Triple integrals | |
| 1/17 | Ch 15.4 | Polar and cylindrical coordinates | |
| 3 | 1/20 | MLK Day, no class. Lecture moved to x-hour | |
| x-hour | Ch 15.4 | Spherical coordinates | |
| 1/22 | Ch 15.5 | Applications | |
| 1/24 | - | Review session | |
| 4 | 1/27 | Ch 15.5 | More applications |
| 1/27 | Midterm I, 4-6 pm in 100 LSC | ||
| 1/29 | Ch 15.6 | Change of variables | |
| 1/31 | Ch 15.6 | Change of variables | |
| 5 | 2/3 | Ch 16.1 | Vector fields |
| 2/5 | Ch 16.1 | Vector fields | |
| 2/7 | Ch 16.2 | Scalar line integrals | |
| 6 | 2/10 | Ch 16.2 | Vector line integrals |
| 2/12 | Ch 16.3 | Conservative vector fields | |
| 2/14 | - | Review session | |
| 7 | 2/17 | Ch 16.4 | Surfaces |
| 2/17 | Midterm II, 4-6 pm in 100 LSC | ||
| 2/19 | Ch 16.4 | Surface integrals | |
| 2/21 | Ch 16.5 | Vector surface integrals | |
| 8 | 2/24 | Ch 17.1 | Green's theorem |
| 2/26 | Ch 17.1 | Green's theorem for general regions | |
| 2/28 | Ch 17.2 | Stokes’ theorem | |
| 9 | 3/2 | Ch 17.2 | Surface Independence (Stokes’ theorem) |
| 3/4 | Ch 17.3 | Divergence Theorem | |
| 3/6 | - | Review session | |
| 10 | 3/12 | Final Exam, 3-6 pm in 105, 107, 108 Dart |