CATEGORY All of the functions g(x) in the answer bank involve a reflection of f(x)=x² in the x-axis. Place each function under the correct category which describes the other transformation that occurred when transforming f(x) to g(x). Press to hear a reminder or hint for this problem. Add an answer item! A vertical stretch of f(x) along with the reflection Answer Bank g(x) = -x² g(x)= -3; C «» 0:00/0:06 To create a vertical stretch of the original function, than 1. Speect 1x A vertical shrink of f(x) along with the reflection g(x) = -x² 1=-²/x² g(x) = - Add an answer item! g(x) = -6x² ** | ✿• must be greater g(x) = -x²

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter3: Functions
Section3.5: Transformation Of Functions
Problem 4SE: When examining the formula of a function that is the result of multiple transformations, how can you...
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CATEGORY
All of the functions g(x) in the answer bank involve a reflection of f(x)=x² in
the x-axis. Place each function under the correct category which describes the
other transformation that occurred when transforming f(x) to g(x).
Press to hear a reminder or hint for this problem.
Add an answer item!
A vertical stretch of f(x)
along with the
reflection
Answer Bank
g(x) = -x²
g(x)= -3;
C «»
0:00/0:06
To create a vertical stretch of the original function,
than 1.
Speect 1x
A vertical shrink of f(x)
along with the
reflection
g(x) = -x²
1=-²/x²
g(x) = -
Add an answer item!
g(x) = -6x²
** | ✿•
must be greater
g(x) = -x²
Transcribed Image Text:CATEGORY All of the functions g(x) in the answer bank involve a reflection of f(x)=x² in the x-axis. Place each function under the correct category which describes the other transformation that occurred when transforming f(x) to g(x). Press to hear a reminder or hint for this problem. Add an answer item! A vertical stretch of f(x) along with the reflection Answer Bank g(x) = -x² g(x)= -3; C «» 0:00/0:06 To create a vertical stretch of the original function, than 1. Speect 1x A vertical shrink of f(x) along with the reflection g(x) = -x² 1=-²/x² g(x) = - Add an answer item! g(x) = -6x² ** | ✿• must be greater g(x) = -x²
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