16. It is given that f(g(x)) = x²√1-x² and g(x) = x², then f(x)= A. -X B. √1-x C. √√1-x² 2 D. x√1-x 15. If f={(-8,-3), (0,-2), (3, 12), (9,2)} and g=((-6,-8), (0,-3)(4,4), (9,9)} what is y=f(g(x)) ? A. ((-6, -3),(9, 2)} C. { } = An Empty Set B. {(0, 12),(9, 2)} D. Cannot be determined

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.4: Definition Of Function
Problem 48E
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16.
It is given that f(g(x)) = x²√1-x² and g(x) = x², then f(x)=
A.
-X
B. √1-x
C.
√√1-x²
2
D.
x√1-x
Transcribed Image Text:16. It is given that f(g(x)) = x²√1-x² and g(x) = x², then f(x)= A. -X B. √1-x C. √√1-x² 2 D. x√1-x
15.
If f={(-8,-3), (0,-2), (3, 12), (9,2)} and g=((-6,-8), (0,-3)(4,4), (9,9)}
what is y=f(g(x)) ?
A. ((-6, -3),(9, 2)}
C. { } = An Empty Set
B.
{(0, 12),(9, 2)}
D. Cannot be determined
Transcribed Image Text:15. If f={(-8,-3), (0,-2), (3, 12), (9,2)} and g=((-6,-8), (0,-3)(4,4), (9,9)} what is y=f(g(x)) ? A. ((-6, -3),(9, 2)} C. { } = An Empty Set B. {(0, 12),(9, 2)} D. Cannot be determined
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