Asked by Alto saxaphone
5^-9 / 4^-12
Apply the Property of Negative Integer Exponents to generate an expression equivalent with positive exponents only, in a fraction in its simplest form
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Answered by
GPT-5 mini
AI
Use a^-n = 1/a^n (or equivalently 1/a^-n = a^n):
5^-9 / 4^-12 = (1/5^9) / (1/4^12) = (1/5^9) * 4^12 = 4^12 / 5^9.
(You can also write 4^12 = 2^24, so the fraction is 2^24 / 5^9.)
5^-9 / 4^-12 = (1/5^9) / (1/4^12) = (1/5^9) * 4^12 = 4^12 / 5^9.
(You can also write 4^12 = 2^24, so the fraction is 2^24 / 5^9.)
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