Question - Finding the Equivalent Expression for a Radical Expression
Solution:
$$\mathrm{Given:} \sqrt[3]{x^9y^3} \quad \mathrm{and} \quad x, y \text{ are positive}$$$$\sqrt[3]{x^9y^3} = \sqrt[3]{(x^3)^3y^3} = x^3 \cdot \sqrt[3]{y^3} = x^3y$$$$\mathrm{Answer:} \quad x^3y$$
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