How do you simplify ${(z^{3})}^{5}$ $(z^3)^5$ ?

1 Answer

Sep 28, 2015

$z^{15}$ $z^15$

Explanation:

${(z^{3})}^{5} = z^{3} \cdot z^{3} \cdot z^{3} \cdot z^{3} \cdot z^{3} = z^{3 + 3 + 3 + 3 + 3} = z^{3 \cdot 5} = z^{15}$ $(z^3)^5 = z^3*z^3*z^3*z^3*z^3 = z^(3+3+3+3+3) = z^(3*5) = z^15$

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How do you simplify ${(z^{3})}^{5}$ $(z^3)^5$ ?

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