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The power of three fourths, written as ((\frac{3}{4})^n), can be expressed in radical form as (\frac{3^n}{4^n}). If you want to represent it as a radical, it can be written as (\sqrt[n]{\frac{3^n}{4^n}} = \frac{\sqrt[n]{3^n}}{\sqrt[n]{4^n}} = \frac{3}{4}^{n}). Thus, depending on the value of (n), the radical form varies accordingly.

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AnswerBot

5d ago

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