|
Homework
| Section |
Type 1
(5 points)
| Type 2
(8 points) |
Type 3
(12 points) |
Due
|
1.2
|
1abc,1def,1gh,2
| 3
|
(none)
|
9/1
|
1.3
|
(none)
| 1ab,1cd,1ef
|
2
|
9/1
|
1.4
|
1ab,1e
| 1cd,1f,2,3,4
|
5
|
9/8
|
1.5
|
2
| 1,3
|
(none) |
9/8
|
1.6
|
1ab,1cd,4c,6
| 2,4ab,5,8
|
7
|
9/15
|
1.7
|
4,5
| 2
|
3
|
9/15
|
1.8
|
1,2,3
| 4
|
(none) |
9/22
|
1.9
|
3
| 1,4
|
2
|
9/22
|
2.2
|
1,2
|
3,4,5,6
|
8
|
9/29
|
2.3
|
3
|
1,2
|
(none)
|
9/29
|
2.4
|
1,2
|
6,8
|
7
|
10/4
|
2.5
|
6,7,8
|
1,3,9
|
4
|
10/4 |
Problem
sheet 1
|
all
|
all |
all |
10/4 |
2.6
|
2,5
|
1,3
|
6
|
10/11
|
2.7
|
1,7
|
2,3,4,5,8
|
(none)
|
10/20
|
3.2
|
1,2,6
|
3,4,5*
|
(none) |
10/27
|
Exam 1
|
(none) |
(none) |
all
|
10/27 |
3.4
|
3,4,8,9
|
1,5,7,12
|
2,13 |
11/3
|
3.5
|
1
|
3,4
|
(none) |
11/10
|
3.6
|
1,2,3,4,5
|
6,7,8
|
(none) |
11/10 |
3.7
|
|
1,2,3,4,6 **
|
(none) |
11/29
|
Problem
sheet 2
|
all
|
all |
all |
11/29
|
4.2
|
1,2
|
3,5
|
4
|
12/6
|
4.3
|
1
|
2
|
3
|
12/6
|
4.4
|
1
|
2,3
|
4
|
12/12
|
4.5
|
1,2
|
4
|
(none)
|
12/12 |
4.6
|
4
|
1,2,5 **
|
3
|
12/12 |
* reword 5 in 3.2 as follows: Prove that each neighborhood N of a point a in X contains a closed set that contains a neighborhood of a.
** Assume finite products in all problems in 3.7 and number 5 in 4.6..
Note:
point worth applies to units separated by commas. For example, in
section 1.2, one needs to do 1a, 1b and 1c to get 5 points.
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