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to find the inverse function,
let y=g(x)
f(y)=x
3y-4= x
rearrange to find y and voila ! you get g(x)

Notice that
\[f(g(x))=x=f(f^{-1}(x))\]
thus
\[g(x) = f^{-1}(x)\]

i got it, but dont know how to re arrange it to where it fits in the options im given

What did you get ? and What are your options ?

a) x-4/3
b) x+4/3
c) (x/3) +4
d) (x/3) -4

What answer did you get ?

You dont know how to solve
3y-4=x

Just rearrange to find y

Before you answer.

well at the moment in everything that i am trying to do I can't just simply wait all day