# Algebra Homework Assignment

**Complete the following problems in Chapter 3: Section Exercises.**

· **Section 3.1 Exercises (pp. 171-173):**

· Problems: 7-51 odd

· **Section 3.2 Exercises (p. 184):**

· Problems: 9, 11, 13

· **Section 3.3 Exercises (p. 199-200):**

· Problems: 27-43 odd

__Section 3.1 __(p. 171-173):

7.

9.

11.

13.

15.

17.

19.

21.

23.

25.

27.

29.

31.

33.

37.

39. 2×3 + y2 = 4

41. x3 – y = 2

43. 2x + |y| = 7

45. 3y + 2|x| 12

**In Problems 47, 49, 51 find the domain of the indicated function. Express answers in both interval notation and inequality notation**

47. f(x) = 4 – 9x + 3×2

49.

51.

**Section 2.3 (P 184)**

**Problems 9, 11, 13 refer to functions f, g, h, k, p, and q given by the following graphs.**

9. For the function f, find:

(A) Domain (B) Range

(C) x intercepts (D) y intercept

(E) Intervals over which f is increasing

(F) Intervals over which f is decreasing

(G) Intervals over which f is constant

(H) Any points of discontinuity

11. Repeat Problem 9 for the function h.

13. Repeat Problem 9 for the function p.

__Section 3.3 __Exercises (p. 199-200):

**Indicate whether each function in Problems 27–43 is even, odd, or neither. (odd only)**

27.

29.

31.

33.

35.

**In Problems 37–43, the graph of the function g is formed by applying the indicated sequence of transformations to the given function f. Find an equation for the function g. Check your work by graphing f and g in a standard viewing window**

37.

39.

41.

43.

Reference

Barnett, R. A., Ziegler, M. R., & Byleen, K. E. (2011). College Algebra (9th ed.). NY: McGraw-Hill Companies, Inc

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