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Write the expression as a fraction with a positive exponent.\newline1q7\frac{1}{q^{7}}

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Q. Write the expression as a fraction with a positive exponent.\newline1q7\frac{1}{q^{7}}
  1. Understand Negative Exponents: Understand the problem with negative exponents.\newlineA negative exponent indicates that the base should be on the opposite side of the fraction line to make the exponent positive. For example, ana^{-n} is the same as 1/an1/a^{n}.
  2. Apply Rule to q7q^{-7}: Apply the rule to the given expression q7q^{-7}. To write q7q^{-7} with a positive exponent, we place qq in the denominator and make the exponent positive. So, q7q^{-7} becomes 1q7\frac{1}{q^7}.

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