Evaluating Composite Inverse Functions
If f(x)=x^2 +1 and g(x)=(3x^2 - 2)/4, what is f(g-1(x))?
A
f(g-1 (x)=(4x - 5)/3
B
f(g-1 (x)=(3x^2 - 2/4)1/2 /3
C
f(g-1 (x)= ((3x^2-2)^2/4) +1
D
f(g-1 (x)=4x + 5
E
f(g-1 (x))=(4x + 5)/3
clep.ai501(c)(3) non-profit • UBI: 606234803 • EIN: 42-2740810f(g-1 (x)=(4x - 5)/3
f(g-1 (x)=(3x^2 - 2/4)1/2 /3
f(g-1 (x)= ((3x^2-2)^2/4) +1
f(g-1 (x)=4x + 5
f(g-1 (x))=(4x + 5)/3