MATH 202 Syllabus

MATH 202 Syllabus

Here is a preliminary version of the course syllabus, subject to minor change.

LectureDateTopic
1Thu 1/25Review: Algebra of vectors, lines and planes
2Tue 1/30Review: Paths in space, partial derivatives, chain rule
3Thu 2/1Review: Directional derivatives and the gradient, critical points
4Tue 2/6Constrained extrema and Lagrange multipliers
5Thu 2/8Review: Double integrals, Fubini's theorem, polar coordinates
6Tue 2/13Review: Triple integrals, Fubini's theorem
7Thu 2/15Review: Cylindrical and spherical coordinates
8Tue 2/20Change of variables in multiple integrals
---Thu 2/22No Class (Monday Schedule)
9Tue 2/27More on change of variables
10Thu 2/29Vector fields and their trajectories
11Tue 3/5Review I
12Thu 3/7Midterm I
13Tue 3/12Line integrals of scalar functions
14Thu 3/14Line integrals of vector fields
15Tue 3/19Conservative vector fields
16Thu 3/21Green's theorem
17Tue 3/26Curl and divergence
18Thu 3/28Parametrized surfaces
19Tue 4/2Surface integrals of scalar functions
20Thu 4/4Surface integrals of vector fields
21Tue 4/9Stokes' theorem: statements
22Thu 4/11Review II
23Tue 4/16Midterm II
24Thu 4/18Stokes' theorem: applications
---Tue 4/23No Class (Spring Recess)
---Thu 4/25No Class (Spring Recess)
---Tue 4/30No Class (Spring Recess)
25Thu 5/2Divergence theorem: statements
26Tue 5/7Divergence theorem: applications
27Thu 5/9Review III
28Tue 5/14Review IV


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