Describe the transformations in each transformation equation. Choose the most accurate description y = 4f((x-1)) - 3 **Hint: Keep in mind that the transformation equation needs to be in the form y = af (b (xh)) + k a. Vertical stretch of 4 about the x-axis, horizontal stretch of about the y-axis, 2 horizontal. translation of 1 unit right, vertical translation of 3 units down b. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal translation of 1 unit right, vertical translation of 3 units down c. Vertical stretch of 4 about the y-axis, horizontal stretch of 2 about the x-axis, horizontal translation of 1 unit right, vertical translation of 3 units down. d. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal translation of 1 unit left, vertical translation of 3 units down.
Describe the transformations in each transformation equation. Choose the most accurate description y = 4f((x-1)) - 3 **Hint: Keep in mind that the transformation equation needs to be in the form y = af (b (xh)) + k a. Vertical stretch of 4 about the x-axis, horizontal stretch of about the y-axis, 2 horizontal. translation of 1 unit right, vertical translation of 3 units down b. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal translation of 1 unit right, vertical translation of 3 units down c. Vertical stretch of 4 about the y-axis, horizontal stretch of 2 about the x-axis, horizontal translation of 1 unit right, vertical translation of 3 units down. d. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal translation of 1 unit left, vertical translation of 3 units down.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 35E
Question
![Describe the transformations in each transformation equation. Choose the most accurate
description
y = 4f((x-1)) - 3
**Hint: Keep in mind that the transformation equation needs to be in the form
y = af (b (xh)) + k
a.
Vertical stretch of 4 about the x-axis, horizontal stretch of about the y-axis,
2
horizontal. translation of 1 unit right, vertical translation of 3 units down
b. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal
translation of 1 unit right, vertical translation of 3 units down
c. Vertical stretch of 4 about the y-axis, horizontal stretch of 2 about the x-axis, horizontal
translation of 1 unit right, vertical translation of 3 units down.
d. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal
translation of 1 unit left, vertical translation of 3 units down.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb5fdd233-e947-4d5f-a3c0-4edca06f47b3%2F7849d513-5901-48d9-9c96-e5ecee88b57e%2F541shzf_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Describe the transformations in each transformation equation. Choose the most accurate
description
y = 4f((x-1)) - 3
**Hint: Keep in mind that the transformation equation needs to be in the form
y = af (b (xh)) + k
a.
Vertical stretch of 4 about the x-axis, horizontal stretch of about the y-axis,
2
horizontal. translation of 1 unit right, vertical translation of 3 units down
b. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal
translation of 1 unit right, vertical translation of 3 units down
c. Vertical stretch of 4 about the y-axis, horizontal stretch of 2 about the x-axis, horizontal
translation of 1 unit right, vertical translation of 3 units down.
d. Vertical stretch of 4 about the x-axis, horizontal stretch of 2 about the y-axis, horizontal
translation of 1 unit left, vertical translation of 3 units down.
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