This math topic focuses on converting negative fractional exponents into radical form, specifically cube roots. It is a part of advanced radicals simplification. The problems involve expressing powers like \( x^{-\frac{1}{3}} \) as cube roots, which tests understanding of exponents and roots in a deeper way. The correct answers require identifying and applying the rules of negative exponents and cube roots to simplify the expressions correctly.
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Convert the fractional exponent to a radical