This is a rough schedule showing which topic we will cover
when. The topic links refer to the
online textbook.
All dates are subject to change, excepting
only the dates for the midterm and final.
(The indicated sections refer to the Briggs/Cochran textbook, and are provided
for reference only.)
Mon  Tue  Wed  Thu  Fri  

Week 0 (Sep) 


21 intro & review 
22 
§12.1–12.2
23 surfaces & level sets 
Week 1 (Sep) 
§5
26 single integrals 
27

§13.1
28 double integrals 
29

§13.2
30 order of integration 
Week 2 (Oct) 
§13.2 & §13.4
3 nonconstant limits triple integrals 
4

§10.2 & §13.5
5 polar coordinates curvilinear coordinates 
6

§13.3 & §13.5
7 polar integrals curvilinear integrals 
Week 3 (Oct) 
§13.6
10 applications integration summary 
11

§12.3–12.4
12 differentials partial derivatives 
13

§12.4
14 partial derivatives 
Week 4 (Oct) 
§12.5
17 chain rule 
18

§12.5
19 chain rule tree diagrams 
20

§11.1–11.3
21
vectors dot product 
Week 5 (Oct) 
24 Review 
25

26 Midterm 
27

§12.6
28 gradient 
Week 6 (Oct/Nov) 
§12.6
31 gradient gradient properties 
1

§12.6
2 directional derivatives 
3

§12.6
4 directional derivatives 
Week 7 (Nov) 
§12.8
7 optimization 
8

§12.8
9 optimization 
10

11 Veterans Day 
Week 8 (Nov) 
§11.4 & §12.1
14 cross product, planes 
15

§12.9
16 Lagrange multipliers 
17

§11.5–11.6
18 curves 
Week 9 (Nov) 
§11.7–11.8
21 motion & arclength 
22

23 no class 
24

25
Thanksgiving 
Week 10 (Nov/Dec) 
§11.9
28 curvature 
29

§13.7
30 change of variables 
1

2
Review 
Finals (Dec) 
5
Final 9:30–11:20 AM 
6

7

8

9
