Assigned |
Due |
Read |
Type
of homework |
Exercises |
---|---|---|---|---|
9/2 |
9/16 |
Webwork |
Do this on
your own: HW set 0 |
|
9/7 |
9/12 |
Turn in |
You may
work together: Written assignment 1 |
|
9/9 |
No new homework. The
assignment from Wed should keep you busy over the weekend. Note
that I've added a new hint to problem 2.a. |
|||
9/12 |
9/19 |
Prepare
for
quiz |
You may
work together: Quiz
problems 1 |
|
9/14 |
9/19 |
3.2 |
Prepare
for
quiz |
You may
work together:
Problem 6
on Quiz problems 1 |
9/14 |
3.2 |
No new
homework. Prepare for quiz on Mon and enjoy the weekend. |
||
9/19 |
9/26 |
3.2, 3.1 |
Webwork |
Do this on your own: HW set 1, problems 1-15 |
9/21 |
9/26 |
3.3 |
Turn in |
You may work together: 3.2.8, 12, 15, 16, 19-21. Be sure to carefully justify everything you claim. |
9/23 | 9/26 |
3.4 |
Webwork |
Do this on your own: HW set 1, problems 16-17 |
Think
about |
3.3.1-4, 24. You
don't have to turn these in, just figure out for yourself how to do
them. |
|||
Turn in |
You may work together: 3.3.15. Be sure to carefully justify everything you claim. | |||
9/26 |
10/3 |
3.4 |
Webwork |
Do this on your own: HW set 2, problems 1-7 |
9/28 |
10/3 |
3.5 |
Webwork |
Do this on your own: HW set
2, problems 8 |
9/30 |
3.5 |
|
No new homework.
Prepare for the upcoming exam. Read the lecture notes and work
through the examples and exercises. |
|
10/3 |
3.5 |
|
||
10/3 |
3.5 |
|
No new homework
this week. |
|
10/5 |
3.5 |
|
||
10/7 |
3.5 |
|
||
10/10 |
10/19 |
3.5 |
Webwork |
Do this on your own: HW set 3, problems 1-7 |
10/12 |
10/14 |
Look at
and attempt |
Practice problems |
|
10/14 |
|
|
No new homework. Do some
reading in your book and notes, think more about the practice problems,
and enjoy the long weekend. |
|
10/19 |
10/24 |
|
Webwork |
Do this on your own: HW set 4, problems 1,2 |
10/21 |
|
Look at
and attempt |
All practice problems
including the new ones |
|
10/21 |
11/2 |
1.1, 1.2 |
Prepare
for
quiz |
You may
work together: Quiz
problems 2 |
10/24 |
10/31 |
1.2, 1.3 |
Webwork |
Do this on your own: HW set 5, problems 1-10 |
10/26 |
10/31 |
1.3, 1.4 |
Webwork |
Do this on your own: HW set
5, problems 11-20. Also, keep working on those quiz problems. |
10/28 |
10/31 |
1.4, 1.5 |
Webwork |
Do this on your own: HW set
5, problems 21-25 |
10/31 |
11/7 |
1.5 |
Webwork |
Do this on your own: HW set
6, problems 1-7 |
11/2 |
11/7 |
1.6 |
Webwork |
Do this on your own: HW set
6, problems 8-13 |
11/4 |
11/7 |
1.6 |
Webwork |
Do this on your own: HW set
6, problems 14, 15 |
Prepare for quiz | Keep working on the Quiz
problems 2. It seems that many of you still need to put a lot more
work into these problems. Remember, if you are stuck, or just uncertain
whether you are doing them right, help is available in office hours. |
|||
11/7 |
11/14 |
2.1 |
Webwork |
Do this on your own: HW set
7, problems 1-10 |
11/9 |
2.1 |
No new homework. Work
on HW set 7 in Webwork. |
||
11/11 |
11/15 |
2.2 |
Webwork |
Do this on your own: HW set 8, problems 1-12 |
11/14-18 |
2.2 |
|
No new homework this week. |
|
11/21 |
11/30 |
2.2 |
Turn in |
Do this on
your own: 2.2.4, 18 You may work together: 2.2.24, 26, 27, 30 |
11/23 |
2.2 |
No new homework. Happy
Thanksgiving! |
||
11/28 |
2.3 |
No new homework. Work on the HW due Wed and on understanding the proofs done in class. | ||
11/30 |
12/5 |
2.3 |
Webwork |
Do this on your own: HW set
9, problems 1-7 |
12/2 |
12/7 |
3.6, 3.7 |
Turn in |
You may
work together: 2.3.6, 8, 9, 11 (You may want to look at 2.3.3 and 7 first for practice. These have solutions in the back of your text.) |
12/5 |
12/14 |
3.8 |
Webwork |
Do this on your own: HW set
10, problems 1-10 |
12/7 |
12/14 |
5.1, 5.2 |
Webwork |
Do this on your own: HW set
11, problems 1-5 |
12/14
(at
5PM) |
Turn in |
You may
work together: 3.8.39 and problem 7 on p. 215 |
||
12/9 |
12/14 |
5.2, 5.3 |
Webwork |
Do this on your own: HW set
12, problems 1-6 |
12/14 (at 5PM) | Turn in | You may
work together: 5.1.32 Extra credit: 5.1.30. NB: there are two typos in this problem. The line defining L(V1) should read L(V1) = {w in W | w=L(v) for some v in V1}, and L(V1) is a subspace of W not V. |
||
12/12 |
12/15 |
5.2 |
Webwork |
Do this on your own: HW set
13, problems 1-7 |
12/14 |
No new homework. |