Describe the transformations of the graph of y=√√x to obtain the graphs of the following function y-2=- 1 -X a. Horizontal stretch of about the y-axis, reflection about the x-axis, vertical translation of 2 units up. b. Horizontal stretch of 3 about the y-axis, reflection about the x-axis, vertical translation of 2 units up. c. Horizontal stretch of 3 about the y-axis, reflection about the x-axis, vertical translation of 2 units down. d. Horizontal stretch of 13 about the y-axis, reflection about the x-axis, vertical translation of 2 units down.
Describe the transformations of the graph of y=√√x to obtain the graphs of the following function y-2=- 1 -X a. Horizontal stretch of about the y-axis, reflection about the x-axis, vertical translation of 2 units up. b. Horizontal stretch of 3 about the y-axis, reflection about the x-axis, vertical translation of 2 units up. c. Horizontal stretch of 3 about the y-axis, reflection about the x-axis, vertical translation of 2 units down. d. Horizontal stretch of 13 about the y-axis, reflection about the x-axis, vertical translation of 2 units down.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.5: Transformations Of Linear Functions
Problem 57PFA
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Transcribed Image Text:Describe the transformations of the graph of y=√√x to obtain the graphs of the following
function y-2=-
1
-X
a.
Horizontal stretch of
about the y-axis, reflection about the x-axis, vertical
translation of 2 units up.
b. Horizontal stretch of 3 about the y-axis, reflection about the x-axis, vertical translation
of 2 units up.
c. Horizontal stretch of 3 about the y-axis, reflection about the x-axis, vertical translation of
2 units down.
d.
Horizontal stretch of
13
about the y-axis, reflection about the x-axis, vertical translation
of 2 units down.
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