Question

For the function g(x) =32/x+3 , find (g-1 º g)(5).

Answer 1

If you have:
\[f(x); f^{-1}(x)\]
Then:
\[f^{-1}(f(x))=x; \forall x\]
So:
\[g^{-1}(g(5))=5\]

Answer 2

okay so what is the answer... the choices are 11,5,2,1

Answer 3

The last line...

Answer 4

did you see the choices?

Answer 5

11 5 2 or 1

Answer 6

Did you see the last line in my response?

Answer 7

FOR ANY X VALUE:
\[g^{-1}(g(x))=g(g^{-1}(x))=x\]
You want x=5.
You're done.

Answer 8

okay thank you