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What is the cube root of 512m^12n15

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∛(512m¹²n¹⁵) = (∛512)*(∛m¹²)(∛n¹⁵)


\sqrt[3]{m^(12)} =m^{ (12)/(3)} =m^(4) \\ \\ \sqrt[3]{n^(15)} = n^{ (15)/(3) } =n^(5) Answer: 8m^(4)n^(5).
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User Lucasviewup
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Answer: The correct answer is 8m⁴n⁵

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User Jwlaughton
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