Question

I need help with this function problem.

Answer 1

is it clear they are asking for the inverse function?

Answer 2

easiest method is to write \[y=\frac{x}{x-2}\]switch x and y
\[x=\frac{y}{y-2}\]and then solve for \(y\)
this will give you the inverse

Answer 3

no, its asking for what g(x) is satellite73

Answer 4

@satellite73

Answer 5

i know look carefully
it says
"find \(g\) so that \(f\circ g(x)=x\) that makes \(g\) the inverse of \(f\)

Answer 6

wait... I don't understand

Answer 7

its says y= g(x) right so then you can say that f(g(x)) = 4x is the same as f(y)=4x right?

Answer 8

oh... wait their isn't a 4x