15^(1/3) in radical form is \(\sqrt[3]{15 }\)
To express 15^(1/3) in radical form, we have to first understand what radical form is. It is the expression in a form whereby there exists no fraction and or square roots again. And thus, we have to eliminate the power in this question.
15^(1/3) = 15
\(\sqrt[3]{15^{1} }\) which when simplified further, we get
\(\sqrt[3]{15 }\)
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