Refer to the algorithms below. Preconditions: n $>=0,$ x in $.$ Postconditions: Power $($x$,$ n$)=$x$^$n$.$ function Power $($x in $,$ n in $)$ if n$=0$ then return $1$ else return x$.$ Power $($x$,$ n$-1)$ Use top$-$down evaluations to compute the following. Power $(2,10)$

Power $(2,=2$ Power $(2,4)$

$=22$ Power $(2,)$

$=222$ Power $(2,+)$

$=2222$ Power $(2,$

$=22222$ Power $(2,$

$=222222$ Power $(2,$

$=2222222$ Power $(2,$

$=22222222$ Power $(2,$

$=222222222$ Power $(2,$

$=2222222222$ Power $(2,0)$

$=22222222221$

$=2$

$=$

$=2$