MATH 414 Homework Assignments

WEEK 1

January 12-14: Problems on this handout    (due 1/21)

WEEK 2

January 19:  page 15, #1,2,7,11                 (due 1/28)
January 21: Problems on this handout        (due 1/28)

WEEK 3

January 26: Problems on this handout        (due 2/4)

WEEK 4

January 31: page 27, #2,4,5,9,12              (due 2/4)
February 2: page 27, #17,24ac                 (due 2/11)
February 4: page 48, #4abcd                    (due 2/11)

WEEK 5

February 7: page 48, #2,3abe,5,6,11         (due 2/11)
February 11: page 48, #7abc,15abde,17c   (due 2/16 -- note change of usual time)

WEEK 6

February 14: page 48, #19a,20ab,22ab,24cdf,29,31bce (due 2/25 -- note change of usual time)

WEEK 7
February 21: page 69, #3abcef,5,6,15a      (due 2/25)
February 23: page 69, #16,19a,21bd,23bcfg  (due 3/4)
February 25: page 192, #1,4bd,20; page 199, #2cde (due 3/4)

WEEK 8
March 2: page 69, #25,28abcd (due 3/11)

WEEK 9
March 7: page 84, #6,8a,11,14 (due 3/11)
March 9: page 84, #2,12,19,25 (due 3/25)
March 11:  page 96, #2,3,5,8,10,14,19,25,28 (due 3/25)

WEEK 10

March 21: page 107, #1,4 (due 3/25)

March 23: page 107, #5a,16ab,23 (due 4/1)
March 25: page 125, #8a,9 (due 4/6)

WEEK 11
March 28: page 125, #1,10 (due 4/6)

April 1: page 149, #1,6 (due 4/15) (In #1 you may use the definition of integrability given in class, rather than the one in the book, if you wish.)

WEEK 12

April 4: page 149, #3,5,13 (due 4/15)

WEEK 13

April 11: Problems on this handout (due 4/22)

April 13: page 165, #5 (due 4/22) (Hints: Integration by parts will be useful in several places. In part a) the answer is n! -- prove this by induction.)

April 15: page 165, #8abc,9abc,11c (due 4/22)

WEEK 14

April 18: page 192, #3b,9ab,14cd (due 4/27)

April 20: page 192, #11; page 228, #3a (due 4/27)

April 22: page 228, #8acdeh,10b,17ab,18ab,20d (due 4/27)