Week # | Date | Topic | Section | Problem Section | Paper Hwk (PH) | PH Due Date |
---|---|---|---|---|---|---|
0 | - | - | - | - | PH 0 (Calculus Review) |
Sa 21 Jan |
1 | Tu 17 Jan Th 19 Jan |
Day 1 Vectors Dot Product |
12.1, 12.2 12.3 |
PS 1 | PH 1 | Sa 28 Jan |
2 | Tu 24 Jan Th 26 Jan |
Cross Product Lines&Planes |
12.4 12.5 |
PS 2 | PH 2 | Sa 11 Feb |
- | ICE STORM | - | - | - | - | - |
3 | Tu 7 Feb Th 9 Feb |
Planes Cylindrical Coords Spherical Coords |
12.5 15.7 15.8 |
PS 3 | PH 3 | Sa 18 Feb |
4 | Tu 14 Feb Th 16 Feb |
Quadric Surfaces Curves: Sketching |
12.6 13.1 |
PS 4 | PH 4 | Sa 25 Feb |
5 | Tu 21 Feb Th 23 Feb |
Curves: Tangent, Velocity, Arclength Functions of 2&3 Variables Partial derivatives |
13.2 13.3 14.1 14.3 |
PS 5 | PH 5 | Sa 4 Mar |
6 | Tu 28 Feb Th 2 Mar Fr 3 Mar 7pm-8:15pm ECSW 1.315 |
Partial derivatives Tangent Planes Linear Approximation Chain Rule EXAM I |
14.3 14.4 14.5 |
PS 6 No CQ |
PH 6 | Sa 11 Mar |
7 | Tu 7 Mar Th 9 Mar |
Chain Rule Parametric Surfaces Parametric Surfaces (Excluding Area) |
14.5 16.6 16.6 |
PS 7 | PH 7 | Sa 25 Mar |
- | SPRING BREAK | - | - | - | - | - |
8 | Tu 21 Mar Th 23 Mar |
Directional Derivative Gradient Local Max/Min |
14.6 14.7 |
PS 8 | PH 8 | Sa 1 Apr |
9 | Tu 28 Mar Th 30 Mar |
Global Max/Min Lagrange Multipliers |
14.7 14.8 |
PS 9 | PH 9 | Sa 8 Apr |
10 | Tu 4 Apr 6 Apr |
Double Integrals (Rectangles) Double Integrals (General Regions) |
15.1 15.2 |
PS 10 No CQ |
PH 10 | Sa 15 Apr |
11 | Tu 11 Apr Th 13 Apr Fr 14 Apr 7pm-8:15pm ECSW 1.315 |
Double Integrals (Polar Coords) Triple Integrals (Rect) EXAM II |
15.3 15.6 |
PS 11 No CQ |
PH 11 | Sa 22 Apr |
12 | Tu 18 Apr Th 20 Apr |
Triple Integrals (Cyl, Sph) Change of Variables Theorem |
15.7&15.8 15.9 |
PS 12 | PH 12 | Sa 29 Apr |
13 | Tu 25 Apr Th 27 Apr |
Vector Fields (VFs) Line Integrals of Functions Line Integrals of VFs FTC for Line Integrals |
16.1 16.2 16.2 16.3 |
PS 13 | PH 13 | Sa 6 May |
14 | Tu 2 May Th 4 May |
Conservative VFs Green's Theorem Curl and Divergence |
16.3 16.4 16.5 |
PS 14 | ||
Mon May 8 8pm-10:45pm ECSW 1.315 |
FINAL EXAM |