Question

If `f(x)=(a x^2+b)^3,` then find the function `g` such that `f(g(x))=g(f(x))dot`
A. `g(x)=((b-x^(1//3))/(a))^(1//2)`
B. `g(x)=(1)/((ax^(2)+b)^(3))`
C. `g(x)=(ax^(2)+b)^(1//3)`
D. `g(x)=((x^(1//3)-b)/(a))^(1//2)`

Answer 1

Correct Answer - D