9-23 ODD numbers only with correct work!

31. g(x) = x+ 32. h(x) = 0.5(x 33. 8(x) = 3 - 34. f(x ) = x3 - n Exercises 9-16, find the domain of the function algebraically. In Exercises 35-40, de 9. f ( x ) = 12 + 4 10. h(x) = 5 bounded below, or bou x - 3 35. y = 32 3x - 1 5 11. f(x) = (x + 3) (x - 1) 12. f (x ) = + 37. y = 2* x 3 39. y = V1 - x X 13. 8(x) = x2 - 5x 14. h(x) = V4 -x2 In Exercises 41-46, us x - 3 and the values of x wh V4 - x 15. h(x) = 16. f(x) = Vx4 - 1612 mal places. (x + 1) (x2 + 1 ) 41. f(x) = 4 -x Exercises 17-20, find the range of the function. 43. h(x) =-x3 + 17. f(x) = 10 - x2 45. h(x) = x2Vx 18. g(x) = 5 + V4 - x In Exercises 47-54, sta 19. f ( x ) = 3+ x2 47. f(x) = 2x4 1 2 20. 8(x) = 4 49. f(x ) = Vx2 Exercises 21-24, graph the function and tell whether or not it has a int of discontinuity at x = 0. If there is a discontinuity, tell whether 51. f(x) = -x+ s removable or nonremovable. 21. 8(x) 22. h(x) = * + x 53. 8(x) = 2x3 - X X X In Exercises 55-62, use X 23. f (x) = 24. 8 (x) = and vertical asymptotes X x- 2 X