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Given: 7(x)=√√x-1+2 54. Describe the transformation of the function compared to the parent function f(x)=√√x. A) horizontal shift right 1; vertical shift up 2 B) horizontal shift right 1; vertical shift down 2 C) horizontal shift left 1; vertical shift up 2 D) horizontal shift left 1; vertical shift down 2 E) vertical shift down 1; horizontal shift right 2 55. State the domain. 56. State the range. Choices for 55-56: A) (-∞0, +∞0) E) (-∞,-1] AE) (-∞, -2] B) [0,+00) AB) [1, +00) BC) [2, +00) C) (-∞,0] AC) (-∞0,1] BD) (-0,2] 57. Match the function with its graph. (Choices for graph on page 58.) D) (-1,+00) AD) [-2, +00)

Given: 7(x)=√√x-1+2 54. Describe the transformation of the function compared to the parent function f(x)=√√x. A) horizontal shift right 1; vertical shift up 2 B) horizontal shift right 1; vertical shift down 2 C) horizontal shift left 1; vertical shift up 2 D) horizontal shift left 1; vertical shift down 2 E) vertical shift down 1; horizontal shift right 2 55. State the domain. 56. State the range. Choices for 55-56: A) (-∞0, +∞0) E) (-∞,-1] AE) (-∞, -2] B) [0,+00) AB) [1, +00) BC) [2, +00) C) (-∞,0] AC) (-∞0,1] BD) (-0,2] 57. Match the function with its graph. (Choices for graph on page 58.) D) (-1,+00) AD) [-2, +00)

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Lesson 15.2 Graph Cube Root Functions Given: T(x)=√x-1+2 54. Describe the transformation of the function compared to the parent function f(x)=√x. A) horizontal shift right 1; vertical shift up 2 B) horizontal shift right 1; vertical shift down 2 C) horizontal shift left 1; vertical shift up 2 D) horizontal shift left 1; vertical shift down 2 E) vertical shift down 1; horizontal shift right 2 55. State the domain. 56. State the range. Choices for 55-56: A) (-∞0, +∞0) E) (-∞, -1] AE) (-∞, -2] 59. State the domain. 57. Match the function with its graph. (Choices for graph on page 58.) 60. State the range. B) [0, +∞) AB) [1, +00) BC) [2, +00) Given: V(x)= -√√x+1-2 58. Describe the transformation of the function compared to the parent function f(x)=√x. A) A reflection over the x-axis; horizontal shift right 1; vertical shift up 2 B) A reflection over the x-axis; horizontal shift left 1; vertical shift up 2 C) A reflection over the x-axis; horizontal shift left 1; vertical shift down 2 D) A reflection over the y-axis; horizontal shift right 1; vertical shift down 2 E) A reflection over the y-axis; horizontal shift left 1; vertical shift down 2 Choices for 59-60: A) (-∞0, +∞0) E) (-∞,-1] AE) (-∞, -2] C) (-∞0,0] AC) (-∞0,1] BD) (-∞,2] B) [0, +∞) AB) [1, +00) BC) [2, +00) C) (-∞0,0] AC) (-∞0,1] BD) (-∞,2] D) [-1, +00) AD) [-2, +00) 61. Match the function with its graph. (Choices for graph on page 58.) D) [-1, +∞0) AD) [-2, +00)
Transcribed Image Text:Lesson 15.2 Graph Cube Root Functions Given: T(x)=√x-1+2 54. Describe the transformation of the function compared to the parent function f(x)=√x. A) horizontal shift right 1; vertical shift up 2 B) horizontal shift right 1; vertical shift down 2 C) horizontal shift left 1; vertical shift up 2 D) horizontal shift left 1; vertical shift down 2 E) vertical shift down 1; horizontal shift right 2 55. State the domain. 56. State the range. Choices for 55-56: A) (-∞0, +∞0) E) (-∞, -1] AE) (-∞, -2] 59. State the domain. 57. Match the function with its graph. (Choices for graph on page 58.) 60. State the range. B) [0, +∞) AB) [1, +00) BC) [2, +00) Given: V(x)= -√√x+1-2 58. Describe the transformation of the function compared to the parent function f(x)=√x. A) A reflection over the x-axis; horizontal shift right 1; vertical shift up 2 B) A reflection over the x-axis; horizontal shift left 1; vertical shift up 2 C) A reflection over the x-axis; horizontal shift left 1; vertical shift down 2 D) A reflection over the y-axis; horizontal shift right 1; vertical shift down 2 E) A reflection over the y-axis; horizontal shift left 1; vertical shift down 2 Choices for 59-60: A) (-∞0, +∞0) E) (-∞,-1] AE) (-∞, -2] C) (-∞0,0] AC) (-∞0,1] BD) (-∞,2] B) [0, +∞) AB) [1, +00) BC) [2, +00) C) (-∞0,0] AC) (-∞0,1] BD) (-∞,2] D) [-1, +00) AD) [-2, +00) 61. Match the function with its graph. (Choices for graph on page 58.) D) [-1, +∞0) AD) [-2, +00)
Answer choices for 57 and 61: A) C) E) Ġ Is H Ġ 4 -24 10 daim B) D) AB) -11-10-9-8 -6-5-4 ---24 र fe 14 S 49 S Ġ 54 44 -24 +34 → 19 45 4 + -24 -54 17
Transcribed Image Text:Answer choices for 57 and 61: A) C) E) Ġ Is H Ġ 4 -24 10 daim B) D) AB) -11-10-9-8 -6-5-4 ---24 र fe 14 S 49 S Ġ 54 44 -24 +34 → 19 45 4 + -24 -54 17
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