Homework assignments for Math 32a, Spring 2002



Homework assignments:


Due date Chapter Page/Assignment
Monday
Feb. 4
1

2
Review all problems

11/1cd, 4, 8, 10 or 12*
Wednesday
Feb. 13
3

4

5
15/2,5

21-22/3,7,10,12,14,15,16*

28-30/2,9ab(vii),10
Wednesday
Feb. 27
6

7
35-37/7,9*

43-44/5,6,8,10
Thursday
Mar. 7
8

9
51-52/3,4,5,6,7*

59/5,6 (more to come on the next assignment)
Thursday
Mar. 14
12, pages 85-86

9
Review inner products, self-adjoint matrices, etc.

59/10,12,13,14
Wednesday
Apr. 10
10

Do Carmo handout
65/1,2,4(c),10

22/1,2,4*,12(a-c),13*
Thursday
Apr. 18
11 77/6,11,12,15,16,17,20*
Thursday
Apr. 25
12 92/1,9,13,16,18+
Wednesday
May 8
17
18

Do Carmo handout 197-209
152/4,7,9
162/1,2,6*

208/12, 14 (if we get this far)

+A better hint for number 18: if {v1, ...,vn} are an orthonormal basis, then for any linear map L, the trace of L is given by Σ L(vj)•vj. If you want to use this, then justify it!

Problems marked with a * are a little harder, and are extra credit.