M427L-AP
Announcements
The solutions to the final exam and a bar graph of the results are now
posted.
Basic Information
Professor: Dan Freed, RLM 9.162
Office Hours: Tuesdays 8:30 - 9:30,
Wednesdays 2:00 - 3:00
Teaching Assistant: Carl Mautner, RLM 9.146
TA Office Hours: Mondays 9:00 - 10:00,
11:00 - 12:00; Wednesdays 9:00 - 10:00; Fridays 11:00 - 1:00.
For more details, see the First Day Handout.
This is useful to dialog with other students about lectures, the text, and
the homework. You may also want to use it to form study groups. You may
need to register (at the top of the page after clicking the link) the first
time you use it.
Additional Material
Click here to
download and activate a copy of the software package Mathematica if you are a
UT student in the College of Natural Sciences.
Supplement to Marsden-Tromba
text
Review of quadric surfaces
The operator d
Partial derivatives and differentials
Demonstration of flows of vector fields
Another demonstration of flows
of vector fields and other quantities
Movies of flows
Demonstration of Kepler's laws
Homework
The solutions will appear on the web only
after the assignment is due!
Homework #1 due September 5 [solutions to some of the problems]
Homework #2 due September 10 [solutions to some of the problems]
Homework #3 due September 12 [solutions to some of the problems]
Homework #4 due September 17 [solutions to some of the problems]
Homework #5 due September 24 [solutions to some of the problems]
Homework #6 due October 1 [solutions to some of the problems]
Homework #7 due October 3 [solutions to some of the problems]
Homework #8 due October 8 [solutions to some of the problems]. Be sure to
read carefully partial derivatives and
differentials and the d operator.
Homework #9 due October 10 [solutions to some of the problems]
Homework #10 due October 15 [solutions to some of the problems]
Homework #11 due October 17 [solutions to some of the problems]
Homework #12 due October 22 [solutions to some of the problems]
Homework #13 due October 24 [solutions to some of the problems]
Homework #14 due October 29 [solutions to some of the problems]
Homework #15 due October 31 [solutions to some of the problems]
Homework #16 due November 5 [solutions to some of the problems]
Homework #17 due November 7 [solutions to some of the problems]
Homework #18 due November 12 [solutions to some of the problems]
Homework #19 due November 14 [solutions to some of the problems]
Homework #20 due November 20 [solutions to some of the problems]
Homework #21 due November 28 [solutions to some of the problems]
Homework #22 due December 3 [solutions to some of the problems]
Homework #23 due December 5 [solutions to some of the problems]
Tests
Solutions to Test 1 [results]
Solutions to Test 2 [results]
Solutions to Test 3 [results]
Solutions to final exam [results]
Mathematica Demonstrations
Real numbers and limits
Cross sections
Taylor series approximations