The function y=f(x) has a domain of x 2 Sx< 6, xE R and a range of {y -4

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter3: Functions
Section3.7: Inverse Functions
Problem 2SE: Why do we restrict the domain of the function f(x)=x2 to find the function's inverse?
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The function y= f(x) has a domain of {x2 <x< 6, xER} and a range of
{y -4 <y<8, y e R. The function undergoes the transformation y =-j
2.
The domain and range of the transformed function are shown in row
Row
Domain
Range
{x|-12 Sxs-4, xE R}
{v|-4 <y<8, ye R}
A.
{x|-6<xS-2, xER}
{v]-8 < y<16, ye R}
В.
{x|1 Sx53, x= R}
D {x|4 <x<12, xe R}
{yl-8 5ys4, ye R}
{v -8 Sys4, ye R}
C.
Transcribed Image Text:The function y= f(x) has a domain of {x2 <x< 6, xER} and a range of {y -4 <y<8, y e R. The function undergoes the transformation y =-j 2. The domain and range of the transformed function are shown in row Row Domain Range {x|-12 Sxs-4, xE R} {v|-4 <y<8, ye R} A. {x|-6<xS-2, xER} {v]-8 < y<16, ye R} В. {x|1 Sx53, x= R} D {x|4 <x<12, xe R} {yl-8 5ys4, ye R} {v -8 Sys4, ye R} C.
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