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Rewrite using a positive exponent.\newlinen−5n^{-5}\newlinen−5=n^{-5} =

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Full solution

Q. Rewrite using a positive exponent.\newlinen−5n^{-5}\newlinen−5=n^{-5} =
  1. Apply Property: To rewrite n−5n^{-5} with a positive exponent, we use the property that a−b=1aba^{-b} = \frac{1}{a^b} for any non-zero number aa and any real number bb. \newlineSo, n−5n^{-5} can be rewritten as 1n5\frac{1}{n^5}.

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