Express the function in the form f o g.
G(x)= The cube root of (x/1+x)
So, (f 0 g)(x)= f(g(x))= f(cube root of x/1+x)=
I don't know how to finish the problem because it does not give you the information for F(x)???
If f(x) is not given, that's the best you could do.
However, in books, sometimes there are instructions (including the definition of f(x)) that apply to many questions.
Reread the questions/instructions carefully to make sure that f(x) is not defined elsewhere.
To express the function in the form f o g, we need to know what function f(x) is. However, since the information is not given in the problem, we cannot determine the exact expression for f(x) in this case.
The composition of functions f o g is defined as f(g(x)), which means that we need to substitute the expression for g(x) into f(x). Without knowing the specific form of f(x), we cannot complete the problem.
If you have the specific form of f(x) given, please provide it so that we can continue solving the problem.