how would you simplify $(c^{3})^{-2}$? * $c^{1}$ $c^{6}$ $c^{-6}$ $c^{5…

$how would you simplify $(c^{3})^{-2}$? * $c^{1}$ $c^{6}$ $c^{-6}$ $c^{5…$

how would you simplify $(c^{3})^{-2}$? *
$c^{1}$
$c^{6}$
$c^{-6}$
$c^{5}$

For $(a^m)^n$, the rule is $a^{m\times n}$. Here $a = c$, $m = 3$, $n=- 2$.

$(c^{3})^{-2}=c^{3\times(-2)} = c^{-6}$

C. $c^{-6}$