1100-1/2 - Previous homeworks

Homework no. 1 (due Friday, January 18)

In parentheses is the number of points per problem; unmarked problems are worth 4 points.

Section 9.1
No. 2 (2), 6 (2), 12 (6), 16 (2), 24, 30, 56 (6), 59 (6)
Section 9.2
No. 2 (6), 6 (6), 8 (6), 14, 16, 42, 50 (6)
Section 9.3
No. 2, 10 (6)

Homework no. 2 (due Friday, January 25)

In parentheses is the number of points per problem; unmarked problems are worth 4 points.

Section 9.3
No. 18 (8), 36 (8)
Section 9.4
No. 18, 22, 24 (6), 40 (8), 48 (6)
Section 9.5
No. 2, 8, 14, 36 (8) [Use a graphing calculator as an aid for this one.]

Homework no. 3 (due Friday, February 1)

In parentheses is the number of points per problem; unmarked problems are worth 4 points.Show all work.

Section 9.6
No. 2, 8, 16, 46 (6)
Section 9.7
No. 4 (3), 10, 14, 24, 44 (6)
Section 9.8
No. 4, 8

Homework no. 4 (due Friday, February 8)

In parentheses is the number of points per problem; unmarked problems are worth 4 points.Show all work.

Section 9.8
No. 24, 36
Section 9.9
No. 4 (6), 8, 28 (8) [MP in this problem is the marginal profit function], 36 (6) (use a graphing calculator for this problem)
Section 10.1
No. 12 (8), 17 (8)

Homework no. 5 (due Friday, February 15)

In parentheses is the number of points per problem; unmarked problems are worth 6 points.Show all work.

Section 10.1
No. 34, 52, 60
Section 10.2
No. 2 (4), 12, 20 (10), 34 (4), 39
Section 10.3
No. 11, 27

Review homework (Friday, February 22)

This homework is just a suggestion for review. You may turn it in on Friday 2/22 if you would like to improve on of your previous homework scores, otherwise there is no need to.

Unmarked problems are worth 4 points.Show all work.

Section 9.1
No. 21
Section 9.2
No. 15, 29
Section 9.3
No. 9
Section 9.6
No. 35
Section 9.7
No. 21
Section 9.8
No. 15
Section 9.9
No. 5
Section 10.3
No. 29
Section 10.4
No. 20
Chapter 10 Review exercises
No. 13

Homework no. 6 (due Friday, February 29)

Unmarked problems are worth 3 points.

Section 10.5
No. 24 (20 points; use the solution formula for quadratic equations to find the potential points of inflection)
Section 11.1
No. 2, 6, 16 (6), 20 (4), 49 (6)

Back to the course homepage