This math topic focuses on understanding negative fractional exponents with integer bases and their equivalence to radical forms. Students are tested on their ability to express powers like \( b^{-\frac{m}{n}} \) in terms of radicals, which involves interpreting expressions such as taking roots or inverses of integers raised to fractional powers. Problems involve calculations with different integer bases like 16, 25, 81, 36, 32, 64, and 125 to determine the correct radical equivalent of each given negative fractional exponent expression.
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Given the hint, what is the fractional exponent the same as?
Math worksheet on 'Exponents - Negative Fractional Exponents with Integer Base - Explanation to Radical (Level 2)'. Part of a broader unit on 'Exponents - Negative Bases and Exponents - Practice' Learn online: app.mobius.academy/math/units/exponents_negative_bases_and_exponents_practice/ |
Given the hint, what is the fractional exponent the same as? |
Given the hint, what is the fractional exponent the same as? |
Given the hint, what is the fractional exponent the same as? |
Given the hint, what is the fractional exponent the same as? |
Given the hint, what is the fractional exponent the same as? |
Given the hint, what is the fractional exponent the same as? |
Given the hint, what is the fractional exponent the same as? |