Math 361

Fall 2014

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.

Section Problems Due
1.1 6, 8, 9, 12, 14e
#9:  Just say "true" or "false"
#14:  Read all parts, you are expected to know them.
Friday August 29
1.2 4bdf, 6, 8, 10, 12ace, 14, 18 Tuesday September 2
1.3 1bcde, 3c/4c/5c, 6abdehj, 7ci, 8, 11
#1: If true, just say "true".  If false, also explain.
#11:  Use a two-column proof.
Thursday September 4
1.4a 1, 3, 6, 9/10, 14 Friday September 5
1.4b 16, 17, 20cd, 24abc, 27 Monday September 8
2.1 2, 6, 7, 8, 10, 12, 17, 21, 23c, 25
#2:  If true, just say "true".  If false, also explain.
#10:  Write out entire proof, not just the blanks.
Tuesday September 9
  Test 1 Tuesday September 9
2.2 5, 6, 7, 10ab, 20, 23, 29b Monday September 15
2.3a 1abd, 3bd, 34a Tuesday September 16
2.3b 1cef, 6a, 7bf, 9abef, 13, 15d
#1:  Just True/False (no explanation)
Thursday September 18
2.3c 11a, 12a, 22, 32 Friday September 19
2.4a 1, 3bde, 4
For #1, just True/False (no explanation needed)
Tuesday September 23
2.4b 9, 10, 16 Thursday September 25
3.1 3, 4, 7, 8, 15 Friday September 26
3.2 3dh, 4/6c, 6a, 7 Tuesday September 30
  Test 2 Tuesday September 30
3.3a 2abc, 3/4cdjln, 5, A
For #2, just True/False (no explanation needed)
A)  Prove:  If a maximum of a subset of the real numbers exists, then it is unique.
Tuesday October 7
3.3b 2def, 7a, 9, 12b Friday October 10
3.4a 1a-f, 2ab, 3, 4, 5
For #1ab, just True/False (no explanation needed)
Thursday October 16
3.4b 6, 9a, 15 Friday October 17 Monday October 20
3.4c 21, 22cd, 23cd Monday October 20 Tuesday October 21
3.5a 3ad, 8a Tuesday October 21 
3.5b 2, 4, 8b Thursday October 23
  Test 3 (sections 3.3, 3.4, 3.5) Thursday October 23
4.1a 2ab, 6ac, 8a
#2)  just True/False (no explanation needed)
#8a)  Prove the result (not just "show")
TBA
4.1b 7a, 9ab, 12a, 15a TBA
4.2    

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