This math topic focuses on understanding and solving problems related to negative fractional exponents with non-square integer bases, converting these expressions to simplified radicals. It encompasses multiple-choice questions where learners must evaluate various bases raised to fractional negative powers, requiring them to simplify the exponents to their radical forms. This involves critical thinking and a solid grasp of both radical and exponential expressions. This subject is a subset of a broader module on negative, fractional, and power laws of exponents, providing a deeper exploration of exponent manipulation and evaluation.
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Find the answer when this number is raised to its exponent
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Math worksheet on 'Exponents - Negative Fractional Exponents with Non-Square Integer Base - Exponent to Simplified Radical (Level 2)'. Part of a broader unit on 'Exponents - Fractional Bases and Exponents - Practice' Learn online: app.mobius.academy/math/units/exponents_fractional_bases_and_exponents_practice/ |
Find the answer when this number is raised to its exponent |
Find the answer when this number is raised to its exponent |
Find the answer when this number is raised to its exponent |
Find the answer when this number is raised to its exponent |
Find the answer when this number is raised to its exponent |
Find the answer when this number is raised to its exponent |
Find the answer when this number is raised to its exponent |