Class Date | Sections in Text | Brief Description | Notes |
3/30 | 1.1 - 1.6 |
Vectors, Dot and Cross products, lines, planes, matrices |
4/1 | 1.7 |
Polar, cylindrical, and spherical coordinates (no standard bases) |
4/4 |
2.1-2.3 |
Functions of several variables, graphing surfaces, limits, continuity, partial derivatives |
4/6 |
2.3 |
The Derivative |
4/8 |
2.3-2.5 |
Properties of the derivative and the chain rule (brief higher order partials) |
4/11 |
2.6 |
Directional Derivatives and the Gradient |
|
4/13 |
3.1 |
Parametrized Curves |
4/15 |
3.2 |
Arclength (no curvature) |
4/18 |
3.3 |
Vector Fields |
4/20 |
3.4 |
Gradient, Divergence, Curl and the Del operator |
4/22 |
3.4/5.1 |
Gradient, Divergence, Curl and the Del operator; Areas and Volumes, an introduction |
4/25 |
5.2 |
Double Integrals |
4/27 |
5.3 |
Changing the order of integration | Notes
|
4/29 |
5.4 |
Triple integrals | Notes |
5/2 |
5.5 |
Change of Variables | Notes |
5/3(x-hour) |
5.6 |
Applications of Integration | Notes
|
5/4 |
5.6/6.1 |
Applications of Integration/Line Integrals | Notes
|
5/6 |
6.1 |
Scalar and Vector line integrals | Notes
|
5/9 |
6.1 |
Scalar and Vector line integrals | Notes
|
5/11 |
6.2 |
Green's theorem | Notes |
5/16 |
6.3 |
Conservative Vector Fields | Class Cancelled |
5/17 (x-hour) |
7.1 |
Parametrized surfaces |
Notes |
5/18 |
7.1 |
Areas of surfaces | Notes |
5/20 |
7.2 |
Surface Integrals |
Notes |
5/23 |
7.3 |
Stokes's and Gauss's theorems |
Notes |
5/24 (x-hour) |
7.3 | Review by Tiffany |
5/31(x-hour) | 7.3 | Stokes's and Gauss's theorems |
Notes |
6/1 | 7.3 | Stokes's and Gauss's theorems |