For the following transformations applied to the graph of y = f(x), describe the transformation in terms of the function and in terms of its effect on the graph. (The first one is done for you, as an example.) a. Replace x with x - 2 and y with -y. Function: -y = f(x - 2) Graph: Moves right 2, reflection over the x-axis b. Replace x with 2x and y with y. Function: Graph: c. Replace, in the following order: x with -x, x with x - 1, and y with y. Function: Graph:

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.8: Absolute Value Functions
Problem 61PFA
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. For the following transformations applied to the graph of y = f(x), describe the transformation
in terms of the function and in terms of its effect on the graph. (The first one is done for you, as
an example.)
Replace x with x - 2 and y with -y.
Function: -y = f(x - 2) Graph: Moves right 2, reflection over the x-axis
b. Replace x with 2x and y with y.
Function:
Graph:
c. Replace, in the following order: x with-x, x with x-1, and y with y.
Function:
Graph:
Transcribed Image Text:. For the following transformations applied to the graph of y = f(x), describe the transformation in terms of the function and in terms of its effect on the graph. (The first one is done for you, as an example.) Replace x with x - 2 and y with -y. Function: -y = f(x - 2) Graph: Moves right 2, reflection over the x-axis b. Replace x with 2x and y with y. Function: Graph: c. Replace, in the following order: x with-x, x with x-1, and y with y. Function: Graph:
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