How do you simplify the expression (3^2s^3)^6 using the properties?

Apr 27, 2017

$531441 {s}^{18}$

Explanation:

When you open the bracket, you multiply each of the powers in the bracket with those outside

${\left({3}^{2} {s}^{3}\right)}^{6}$=$\left({3}^{2 \cdot 6} {s}^{3 \cdot 6}\right)$

${3}^{12} {s}^{18}$=$531441 {s}^{18}$