Date | Topics covered | Suggested Assignment | Comments |
Aug. 29 | Section 8.1 | #1-7, 9, 10, page 232-233 +
exercises suggested in class |
|
Sep. 3 | part of Section 10.1 | #1-7, page 290 +
exercises suggested in class |
|
Sep. 5 | Section 8.2 | #1-9, page 235-236 | To hand in on Tuesday, Sep. 10
#6, 7, page 290. |
Sep. 10 | rest of Section 10.1 &
Section 10.3 |
#9, 10, p. 290,
#1-8, p. 299-300 |
|
Sep. 12 | Section 10.3 | exercises suggested in class | To hand in on Tuesday, Sep. 17
#7(c), 8, page 300 |
Sep. 17 | Section 10.2 & 8.3 | #1-9, p. 294
#2, 3, p. 244 |
|
Sep. 19 | Section 10.4 (presented
slightly different from the book) |
#1,2,3,6,9,10, p. 305-306 | |
Sep. 24 | Section 10.4 and parts of 10.6 | #1,2,3,6,9,10, p. 305-306 | |
Sep. 26 | Sections 10.6 and 10.5 | #1-5, 7, 8, p. 309-310,
#1-4, 6, p. 313-314. |
To hand in on Tuesday, Oct. 1,
#3 page 313 and #5 page 310 |
Oct. 1 | Rest of Section 10.5 | #6,9,10, p. 310
#7,8, p. 314. |
To hand in on Thursday, Oct. 3,
#10, p. 310. |
Oct. 3 | Problem solving session
-review for exam 1 |
Exam 1 on Tuesday, Oct. 8 | |
Oct. 8 | Exam 1 | ||
Oct. 10 | Section 11.1 | #1-3, p. 322-323 | |
Oct. 15 | Section 8.4 and part of 11.2 | #1-3, 5, 7-9, p.250-251 +
exercises suggested in class |
|
Oct. 17 | Section 11.2 | #4, 5, p. 323,
#1-7, p. 333 |
|
Oct. 22 | Section 11.3 and part of 11.4 | #1-13, p. 338-341
#1, 2, p. 348-349 |
|
Oct. 24 | part of Section 11.5 | ||
Oct. 29 | finish the Inverse Function Thm. | #1, 6, 7, 9, p. 358-360 | |
Oct. 31 | Implicit Function Theorem | #2-5, p. 358-360 | |
Nov. 5 | part of section 11.6
Lagrange multipliers |
#3, 4, 8, 9, p. 371 | Exam 2 on Tuesday, Nov. 12
on the material covered from section 8.4 and 11.1-11.6 |
Nov. 7 | Review for Exam 2 | ||
Nov. 12 | Exam 2 | ||
Nov. 14 | Section 12.1 | #2,4,5,8,9, p. 382 | |
Nov.19 | part of Section 12.2 | #10, p. 382
#8,9, p. 282 (section 9.5) |
|
Nov.21 | Lebesgue's Theorem | #4,7, p. 392
#4,6, p.282 (section 9.5) |
|
Nov.26 | Fubini's Theorem | #3-6, 8, 9, p. 405 +
exercises suggested in class |
Due on Tuesday, Dec. 3,
Exercises 2 & 4 handout. |
Nov. 28 | no class, Thanksgiving | ||
Dec. 3 | review for the final | ||
Dec. 10 | Final Exam, 15:30-18:15 -
usual room |
Extra Office hours:
Thursday, Dec. 5 - regular hours Friday, Dec. 6 - 1:30-2:30 pm Monday, Dec. 9 - 1:00-2:00 pm |