Verified Answer :

jessicammurray

All you need to do is find the reciprocal and switch the exponent to a negative. The answer is 8^-6

lublana

Answer:

\(8^{-6}\)

Step-by-step explanation:

We are given that

\(\frac{1}{8^6}\)

We have to rewrite  using a negative exponent

We know that if a number =\(\frac{1}{a^b}\)

Then, rewrite the number in negative exponent=\(a^{-b}\)

Therefore, when rewrite \(\frac{1}{8^6}=8^{-6}\)

Hence, the rewrite of \(\frac{1}{8^6}\)using a negative exponent =\(8^{-6}\)

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