exercise set 13.2 21. 23. 2. - mathtv · exercise set 13.2 vocabulary review 1. vertical 2....

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Exercise Set 13.2 Vocabulary Review 1. vertical 2. complete the square, vertex 3. horizontal 4. right 5. leProblems 1. 3. 7. 11. 13. 15. 17. 19. 21. 23. 25. y 4 (x 2) 1 27. y = 3(x + 2) + 3 29. x = 4(y ( 1) 2 4 31. x = 1 3 ( y ( + 5) 3 + 3 33. y = 8 9 ( x 3) 2 + 8 35. y = 1 3 ( x 1) 2 3 37. x = 4 9 ( y ( 2) 2 + 4 39. x = 7 4 ( y ( + 4) 2 7 41. Apple: 4,050 students; Dell: 8,400 students 43. a. Vertex (80, 70), landing (160, 0) b. y = ax(160 x) or y = ax 2 + 160ax c. y = 7 ___ 640 x(160 x) or y = 7 ___ 640 x 2 + 7 _ 4 x 45. 7, 1 47. 4, 6 49. x-intercepts = 3, 3, y-intercepts = 2, 2 51. x-intercepts = 5 , 5 , y-intercepts = 4, 4 53. ±82 3 55. ±53 2 Find the Mistake 1. e line x = b __ 2a is called the line of symmetry a parabola. 2. A parabola that has two x-intercepts must have the form y = a(x k) 2 + h. 3. A parabola that has two y-intercepts must be a horizontal parabola of the form x = a(y ( k) 2 + h. 4. A parabola that has a vertex of (4, 5) and x-intercepts of (0, 2) and (0, 6) will open down. x y x x x x x x y y x y

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Page 1: Exercise Set 13.2 21. 23. 2. - MathTV · Exercise Set 13.2 Vocabulary Review 1. vertical 2. complete the square, vertex 3. horizonta l 4. right 5. left Problems 1. 3. 7. 11. 13. 15

Exercise Set 13.2Vocabulary Review 1. vertical 2. complete the square, vertex 3. horizontal 4. right 5. left Problems 1. 3.

7.

11.

13. 15.

17. 19.

21. 23.

25. y 4 (x 2) 1 27. y = −3(x + 2) + 329. x = 4(y( − 1)2 − 4 31. x = − 1_3 (_ y( + 5)3 + 333. y = −8_

9 (_ x − 3)2 + 8 35. y = 1_3 (_ x − 1)2 − 3

37. x = −4_9 (_ y( − 2)2 + 4 39. x = 7_4 (_ y( + 4)2 − 7

41. Apple: 4,050 students; Dell: 8,400 students 43. a. Vertex (80, 70), landing (160, 0)

b. y = ax(160 − x) or y = −ax2 + 160ax c. y = 7 ___ 640 x(160 − x) or y = − 7 ___ 640 x2 + 7 _ 4 x 45. −7, −1

47. −4, 6 49. x-intercepts = −3, 3, y-intercepts = −2, 2 51. x-intercepts = −√

—√√5 , √—

√√5 , y-intercepts = −4, 4 53. ±8√—

√√2 _____3

55. ±5√—

√√3 _____2

Find the Mistake 1. Th e line x = − b __ 2a is called the line of symmetry a parabola. 2. A parabola that has two x-intercepts must have theform y = a(x − k) 2 + h. 3. A parabola that has two y-interceptsmust be a horizontal parabola of the form x = a(y( − k)2 + h. 4. A parabola that has a vertex of (4, 5) and x-intercepts of (0, 2) and (0, 6) will open down.

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