Assignments

Work as many of these problems as you can. Turn in only the problems in parentheses.

13. Due Tuesday, May 2

7.4 #1-6 (4, 5)

7.5 #2-5, 7, 8, 11-13 (8, 12)

12. Due Tuesday, April 25

7.2 #1-13 (7, 10ab)

7.3 #1-3, 6-8, 10, 11 (8, 11)

11. Due Tuesday, April 18

4.2 #(5, 15, 16)

4.3 #(18), 20, 23, 29

10. Due Thursday, April 6

4.2 #2-6, 9-11, 14-16 (3, 6, 11, 14)

9. Due Tuesday, March 28

3.6 #3-13 (5d, 9, 11)

8. Due Thursday, March 23

3.4 #21 (19, 21)

3.5 #(18)

Also prove that if S is an open subset of Rⁿ and f and g are in C¹(S), then fg is in C¹(S). Give a formula for the total derivative of fg.

7. Due Tuesday, March 7

3.3 #5, 6, 7 (5, 6)

3.4 #1, 2, 19, 20 (1a, 2)

6. Due Thursday, March 2

3.3: #8-13 (8, 9, 11, 12)

5. Due Tuesday, February 21

2.5: #(12, 16ac)

2.6: #1-3, 5, 6, 8 (6, 8)

3.3: #1-4 (4)

4. Due Tuesday, February 14

1.8: #(9)

2.3: #1-9 (2, 6)

2.4: #3-7, 10 (4, 10)

2.5: #12, 13, 16-18

3. Due Tuesday, February 7

1.8: #1-6, 8-10 (1, 2, 3)

2.2: #1-4, 6-8, 10-14, 17 (1, 4)

2. Due Tuesday, January 31

1.5: #8-14 (11, 14)

1.6: #1-4, 31-35 (4, 31, 32)

1.7: #4-7, 9 (7)

1. Due Tuesday, January 24

1.2: #7-10, 18, 22 (22)

1.3: #5-8 (5, 8)

1.4: #2, 3, 5-9 (2)

1.5: #1-5 (5)