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Rewrite with rational exponents. ^3sqrt xy^2 z
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\[^3\sqrt xy^2 z\] The square root goes all the way across
\[\sqrt[3]{xy^2z}=(xy^2z)^{\frac{1}{3}}\]
btw that is "cube root" not "square root"
oops. Thanks for correcting me :)
\[(^{7}\sqrt{2x ^{4}}y)^{11}\]
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