MATH 2350
Homework Assignments
- Assignment #1. Hand-in on Fri, Sep 2
- p.20-23 #1h, 2b, 4b, 7b, 7d, 9b, 24, 28
- Assignment #2. Hand-in on Fri, Sep 9
- p.37-39 #4a, 4d, 5b, 10b, 11b, 17, 23d, 24b
- Warmup [Present in class on Mon, Sep 12]: p.51 #1b, 4, 9b
- Assignment #3. Hand-in on Wed, Sep 14
- p.51-52 #1d, 2a, 2b, 2c, 9a, 9c, 14b, 14d, 15
- Warmup [Present in class on Wed, Sep 14]: p.65 #1d, 9a, 10e
- Assignment #4. Hand-in on Mon, Sep 19
- p.65-67 #1f, 4d, 6d, 9b, 17a, 20b, 28b, 30b
- Warmup [Present in class on Wed, Sep 21]: p.96 #2d, 2e, 3c
- Assignment #5. Hand-in on Fri, Sep 23
- p.96-97 #3d, 3f, 4d, 6b, 9b, 10, 12d, 12e
- Warmup [Present in class on Mon, Sep 26]: p.108 #7b, 7d, 10
- Problems for discussion in class on Wed, Sep 28
- p.107-109 #1b, 1d, 3b, 3f, 4a, 13b, 21
---Exam 1---
- Assignment #6. Hand-in on Fri, Oct 7
- p.121-122 #2, 3b, 4b, 4c, 8f, 12
- Assignment #7. Hand-in on Fri, Oct 14
- p.130-131 #1b, 2b, "4b", 16 and p.146-148 #2, 17, 20
[In my copy of the textbook, p.130 has problems numbered 1,2,3,3,5,...
So, by "4b" I mean the second 3b - i.e. showing n^3 - n is div by 3.
Also, you will probably find problem #15 and its solution helpful
in working on problem 16.]
- Warmup [Present in class on Wed, Oct 26]: p.193 #2a, 2b, 2c
- Assignment #8. Hand-in on Fri, Oct 28
- p.193-197 #2d, 4c, 6, 9c, 17a, 17d and p.208-209 #1b, 10d
[Extra credit challenge problem: p.197 #30]
- Warmup [Present in class on Wed, Nov 2]: p.219 #1b, 1d, 2b
- Problems for discussion in class on Wed, Nov 2
- p.219-220 #3a, 6b, 8c, 9b, 10d, 11b, 13b
---Exam 2---
- Warmup [Present in class on Fri, Nov 11]: p.264 #1b, 2b, 2d
- Assignment #9. Hand-in on Mon, Nov 14
- p.264-267 #1d, 5, 9b, 11a, 11c, 13, 15, 18b, 20
- Assignment #10. Hand-in on Mon, Nov 21
- p.298-299 #1b, 2b, 6, 12
- Warmup [Present in class on Fri, Dec 2]: p.515-516 #2, 3, 4b
- Assignment #11. Hand-in on Mon, Dec 5
- p.301 #30, and p.310-313 #1b, 2c, 8a, 8c, 10a, 14(all parts), 18a, 22
- Problems for discussion in class on Wed, Dec 7
- p.515-518 #1, 4d, 7b, 7f, 10, and p.530-532 #4a, 6, 8, 15, and
Find a spanning tree for each graph in Figure 7-41 (p.532 - don't worry
about finding a "minimal" tree).
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