| 1 |
1/18–1/21 |
10.1 |
Three-dimensional Coordinate Systems |
| 10.2 |
Vectors (TR only) |
| 2 |
1/25–1/24 |
10.2 |
Vectors |
| 10.3 |
The Dot Product |
| 10.4 |
The Cross Product |
| 3 |
2/1–2/4 |
10.5 |
Equations of Lines and Planes |
| 10.6 |
Cylinders and Quadric Surfaces |
| 4 |
2/8–2/11 |
10.7 |
Vector functions and space curves |
| 10.8 |
Arc length and Curvature |
| 10.9 |
Motion in Space: Velocity and Acceleration |
| 5 |
2/15–2/18 |
11.1 |
Functions of Several Variables |
| 11.2 |
Limits and Continuity |
| 11.3 |
Partial Derivatives (TR) |
| 6 |
2/22–2/25 |
11.3 |
Partial Derivatives (MW) |
| 11.4 |
Tangent Planes and Linear Approximation |
| 11.5 |
The Chain Rule |
| 7 |
3/1–3/4 |
11.6 |
Directional Derivatives and the Gradient
Vector |
| Midterm |
| 8 |
3/8–3/11 |
11.7 |
Maximum and Minimum Values |
| 11.8 |
Lagrange Multipliers |
| SB |
3/15–3/19 |
Spring Break |
| 9 |
3/22–3/26 |
12.1 |
Double Integrals over Rectangles |
| 12.2 |
Double Integrals over General Regions |
| 12.3 |
Double Integrals in Polar Coordinates |
| 10 |
3/29–4/1 |
12.5 |
Triple Integrals |
| 12.6 |
Triple Integrals in Cylindrical Coordinates |
| 12.7 |
Triple Integrals in Spherical Coordinates |
| 11 |
4/5–4/8 |
13.1 |
Vector Fields |
| 13.2 |
Line Integrals |
| 13.3 |
The Fundamental Theorem of Line Integrals |
| 12 |
4/12–4/15 |
13.4 |
Green's Theorem |
| 13.5 |
Curl and Divergence |
| 13 |
4/19–4/22 |
13.6 |
Parametric Surfaces and their Areas |
| 13.7 |
Surface Integrals |
| 14 |
4/26–4/29 |
13.8 |
Stokes's Theorem |
| 13.9 |
The Divergence Theorem |
| 15 |
5/3 |
Review (MW sections) |