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