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

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Answer 1 · 2017-04-27T09:37:01

$531441s^18$

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

$(3^2s^3)^6$ = $(3^(2*6) s^(3*6))$

Your answer then becomes:

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

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