$(10$ points$)$ Given the following mathematical expressions, order them from the slowest$-$growing to the

fastest$-$growing in terms of their asymptotic behavior:

$4nlogn+2n$

$2$

$2^{10}$

$2logn$

$3n+100logn$

$4n$

$2^n$

$n^2+10n$

$n^3$

$nlogn$