Dr Vancliff's Spring 2012 Teaching Page at UTA
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Math 3330: Undergraduate Linear Algebra
- 1st-day handout (pdf file).
- Instructor's office hours (through Th May 3): Tues and Thur
3:30-4:20 pm in PKH 462, or by appointment.
Office hours on Monday May 7: 3:30-5:30 pm
in PKH 462.
- Homework.
Make sure you are viewing the most current version of the homework page
and not the version in your browser's cache; reload the page from
source. Skimming through the main ideas in a section shortly before
that section is covered in class should help you understand the
lecture -- try it!
(Link
to instructor's homework assignments in Math 3330 in Fall 2011.)
- Remember to check your mymav email until May 4 for the link to complete
the student survey online. (It needs to be
completed by 11 pm May 4.) Thanks!
- Information sheet for
on
Tuesday May 8.
Test 1 Version A,  
Test 1 Version B,  
Test 2 Version A,  
Test 2 Version A,  
Test 3 Version A,  
Test 3 Version A,  
Test 4 Version A,  
Test 4 Version B;
use password     math3330   .
- Information sheet for students wanting honors
credit in this course.
- Extra resources
to help you study. Note that these are from someone else's course,
not my old courses.
- Click here to return to top of page.
Math 4321: Undergraduate Abstract Algebra II
- 1st-day handout (pdf file).
- Instructor's office hours (through Th May 3): Tues and Thur
4:00-4:50 pm in PKH 462, or by appointment.
Office hours on Monday May 7: 3:30-5:30 pm
in PKH 462.
- Homework.
Make sure you are viewing the most current version of the homework page
and not the version in your browser's cache; reload the page from
source.
(Link
to instructor's homework assignments in Math 4321 in Spring 2011.)
- Remember to check your mymav email until May 4 for the link to complete
the student survey online. (It needs to be
completed by 11 pm May 4.) Thanks!
- Information sheet for
on Tuesday
May 8.
Solutions to Test 1,
Test 2,
Test 3 and
Test 4; use password
    math4321   .
- An interesting and amusing lecture/movie on symmetry and Evariste Galois' work (takes 18 minutes &
19 seconds).
- Click here to return to top of page.

(copied from Don Bovee at math.washington.edu)