Suppose $f(n)=4n+8logn$ and $g(n)=2nlogn.$ Using limits

to compare the orders of growth, what is the relationship between $f(n)$ and

$g(n)?$

$g(n)ino(f(n))$

$f(n)in(g(n))$

$f(n)in(g(n))$

$f(n)ino(g(n))$