What is (x^4y^2)/(\sqrt[4]{x^3y^2)} ?

The solution to (x^4y^2)/(\sqrt[4]{x^3y^2)} is y^{1.5}x^{13/4}

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simplify (x^4y^2)/(\sqrt[4]{x^3y^2)}

simplify

y^{1.5} x^{\frac{13}{4}}

Solution steps

Factor

Cancel

Rationalize

= y^{1.5} x^{\frac{13}{4}}

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(\frac{1}{3})^{13} \cdot 3^{13}

\frac{30}{14} \div \frac{60}{35}

What is (x^4y^2)/(\sqrt[4]{x^3y^2)} ?
The solution to (x^4y^2)/(\sqrt[4]{x^3y^2)} is y^{1.5}x^{13/4}