Math 311
Spring 2016
Homework
Note: Homework assignments will be given in class. This page is meant to merely be a backup. I will try to update this page occasionally, but I make no promises. Do not count on this page being up-to-date.
If you miss class when the homework is assigned and this page is not updated, then get the assignment from a classmate.
I will drop some assignments, about 20%. The number of assignments kept will be announced towards the end of the course.
I will keep the best 20 homework assignments (out of at least 25).
| Section | Problems | Due |
| 1.6a | 2, 4(a-e) | Tuesday March 29 |
| 1.6b | 6 | Tuesday March 29 |
| 1.6c | 14d, 22 | Wednesday March 30 |
| 12.1a | 1a-e*, 4 *1e) 0 + 0 |
Wednesday March 30 |
| 12.1b | 35 | Wednesday March 30 |
| 12.1c | 6c, 28 | Thursday March 31 |
| Exam 1 | Friday April 1 | |
| 12.2 | 2, 4ac | Monday April 4 |
| Set-Inclusion | 2.1) 26 and 2.2)18ce Prove all three using element arguments. |
Wednesday April 6 |
| 1.7a | 6, 20 | Friday April 8 |
| 1.7b | 9, 10 | Wednesday April 13 |
| 1.7c | 24, 26 | Thursday April 14 |
| Exam 2 | Friday April 15 | |
| 1.8a | 30 | Tuesday April 19 |
| 1.8b | 11, 14 | Wednesday April 20 |
| 1.8c | 40, 44 | Thursday April 21 |
| 9.1a | 4/12/19cd (just say yes/no to all six), 6/14/21c (prove for all six) | Monday April 25 |
| 9.1b | 30,32 | Monday April 25 |
| Exam 3 | Tuesday April 26 | |
| 9.3a | 2/19 | Thursday April 28 |
| 9.3b | 14 | Thursday April 28 |
| 9.5a | 2ae, 16 | Friday April 29 |
| 9.5b | 18 | Monday May 2 |
| 9.5c | 46 (explain as well) | Monday May 2 |
| 9.6a | 2, 8 | Tuesday May 3 |
| 9.6b | 14, 15 | Tuesday May 3 |
| 9.6c | A, 26 A) Draw the Hasse diagram for set inclusion on the set P(S) for S={a,b,c}. |
Wednesday May 4 (to my office) |
| 9.6d | 32a-h, 36 | Wednesday May 4 (to my office) |
| 9.6e | 42*, A 42) Prove both parts. A) Find all compatible total orderings for the graph in #26. |
Wednesday May 4 (to my office) |