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Write the expression as a fraction with a positive exponent. \newline1d6\frac{1}{d^{-6}}

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Q. Write the expression as a fraction with a positive exponent. \newline1d6\frac{1}{d^{-6}}
  1. Understand the problem: Understand the problem.\newlineWe need to convert the expression with a negative exponent into a fraction with a positive exponent.
  2. Apply negative exponent rule: Apply the negative exponent rule. The negative exponent rule states that an=1/ana^{-n} = 1/a^n. We will apply this rule to d6d^{-6}.
  3. Write as a fraction: Write the expression as a fraction.\newlineUsing the rule from Step 22, we can write d6d^{-6} as 1d6\frac{1}{d^6}.
  4. Check the result: Check the result.\newlineWe have written the expression with a negative exponent as a fraction with a positive exponent, which was the task. There are no calculations to check for errors in this step.

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