Find $f[g(x)]$ And $g[f(x)]$
- $f(x)=\frac{1}{x-5} ; g(x)=x+5$ A) $f[g(x)]=x-5$ $g[f(x)]=1 /(x+5)$ B) $f[g(x)]=1 /(x+5)$

Multiple Choice

Find $f[g(x) ]$ and $g[f(x) ]$ .
- $f(x) =\frac{1}{x-5} ; g(x) =x+5$

A) $f[g(x) ]=x-5$
$g[f(x) ]=1 /(x+5)$
B) $f[g(x) ]=1 /(x+5)$
$g[f(x) ]=x-5$
C) $f[g(x) ]=1 / x$
$g[f(x) ]=(5 x-24) /(x-5)$
D) $f[g(x) ]=(5 x-24) /(x-5)$
$g[f(x) ]=1 / x$