This is a rough schedule showing which topic we will cover when. All dates are subject to change, excepting only the dates for the midterm and final. The indicated sections refer to the Briggs/Cochran textbook; the topic links refer to my own online book.
| Mon | Tue | Wed | Thu | Fri | |
|---|---|---|---|---|---|
| Week 1 (Sep/Oct) |
30 intro & review |
1
|
§12.1–12.2
2 surfaces & level sets |
3
|
§5
4 single integrals |
| Week 2 (Oct) |
§13.2
7 double integrals |
8
|
§13.2
9 order of integration |
10
|
§13.4
11 triple integrals |
| Week 3 (Oct) |
§10.2 & §13.5
14 curvilinear coordinates |
15
|
§13.5
16 curvilinear integrals |
17
|
§13.6
18 applications |
| Week 4 (Oct) |
21 differentials |
22
|
§12.3–12.4
23 partial derivatives |
24
|
§12.4
25 partial derivatives |
| Week 5 (Oct/Nov) |
§12.5
28 chain rule |
29
|
§12.5
30 chain rule |
31
|
1 applications |
| Week 6 (Nov) |
§13.7
4 change of variables |
5
|
6
Review |
7
|
8
Midterm |
| Week 7 (Nov) |
§11.1–11.3
11 vectors & dot product |
12
|
§12.6
13 gradient |
14
|
§12.6
15 gradient properties |
| Week 8 (Nov) |
§12.6
18 directional derivatives |
19
|
§12.7–12.8
20 optimization |
21 |
§12.8
22 optimization |
| Week 9 (Nov) |
§11.4–11.6
25 curves & cross product |
26
|
§12.9
27 Lagrange multipliers |
28
Thanksgiving |
29
Thanksgiving |
| Week 10 (Dec) |
§11.7–11.8
2 motion & arclength |
3
|
§11.9
4 curvature |
5
|
6
Review |
| Finals (Dec) |
9
|
10
Final 12–1:50 PM |
11
|
12
|
13
|