Describe how the graph of Y = arccos(-(x +7)) + 2 is a transformation of y = arccos(x). Horizontal Stretch of 5, a reflection about the x-axis, a vertical translation of 2 down, and a horizontal translation of 7 right. Horizontal Stretch of 5, a reflection about the y-axis, a vertical translation of 2 up, and a horizontal translation of 7 left. Vertical Stretch of 3 a reflection about the x-axis, a vertical translation of 7 up, and a horizontal translation of 2 right. Vertical Stretch of E a reflection about the y-axis, a vertical translation of 2 up, and a horizontal translation of 7 left
Describe how the graph of Y = arccos(-(x +7)) + 2 is a transformation of y = arccos(x). Horizontal Stretch of 5, a reflection about the x-axis, a vertical translation of 2 down, and a horizontal translation of 7 right. Horizontal Stretch of 5, a reflection about the y-axis, a vertical translation of 2 up, and a horizontal translation of 7 left. Vertical Stretch of 3 a reflection about the x-axis, a vertical translation of 7 up, and a horizontal translation of 2 right. Vertical Stretch of E a reflection about the y-axis, a vertical translation of 2 up, and a horizontal translation of 7 left
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 35E
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![Describe how the graph of y = arccos(-(x+7))+2 is a transformation of
y = arccos(x).
Horizontal Stretch of 5, a reflection about the x-axis, a vertical translation of 2 down, and a
horizontal translation of 7 right.
Horizontal Stretch of 5, a reflection about the y-axis, a vertical translation of 2 up, and a
horizontal translation of 7 left.
Vertical Stretch of , a reflection about the x-axis, a vertical translation of 7 up, and a
horizontal translation of 2 right.
Vertical Stretch of , a reflection about the y-axis, a vertical translation of 2 up, and a
horizontal translation of 7 left.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcf8cb330-764f-4e56-a15c-0f2d77d2bc9a%2F96a17a49-b87a-4fc5-a8a4-d2d6a3123164%2F81l527f_processed.png&w=3840&q=75)
Transcribed Image Text:Describe how the graph of y = arccos(-(x+7))+2 is a transformation of
y = arccos(x).
Horizontal Stretch of 5, a reflection about the x-axis, a vertical translation of 2 down, and a
horizontal translation of 7 right.
Horizontal Stretch of 5, a reflection about the y-axis, a vertical translation of 2 up, and a
horizontal translation of 7 left.
Vertical Stretch of , a reflection about the x-axis, a vertical translation of 7 up, and a
horizontal translation of 2 right.
Vertical Stretch of , a reflection about the y-axis, a vertical translation of 2 up, and a
horizontal translation of 7 left.
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