Rewrite the product as an exponential expression.(29)×(29)×(29)×(29)×(29)\left(\frac29\right)\times\left(\frac29\right)\times\left(\frac29\right)\times\left(\frac29\right)\times\left(\frac29\right)

(29)5\left(\frac29\$$right)^5$$

Rewrite the product as an exponential expression. ( 2 9 ) × ( 2 9 ) × ( 2 9 ) × ( 2 9 ) × ( 2 9 ) \left(\frac29\right)\times\left(\frac29\right)\times\left(\frac29\right)\times\left(\frac29\right)\times\left(\frac29\right)

Here we're asked to rewrite the product as an exponential expression. And we have the fraction here two ninths being multiplied by itself a bunch of times. We need to figure out exactly how many times so that we can rewrite this with an exponent. Now, even though this is a fraction, that's totally fine. I can still have a fraction as the base of my exponential expression. So let's go ahead and count how many times it's being multiplied by itself. I have one, two, three, four, five. So that tells me that I need to take my base of two ninths, my fraction here, and raise it to the power of five. I could read this as two ninths to the fifth power. If you have questions, let me know, and I'll see you in the next one.

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Rewrite the product as an exponential expression.(29)×(29)×(29)×(29)×(29)\(\left\)(\(\frac\)29\(\right\))\(\times\[\left\)(\(\frac\)29\(\right\))\(\times\]\left\)(\(\frac\)29\(\right\))\(\times\[\left\)(\(\frac\)29\(\right\))\(\times\]\left\)(\(\frac\)29\(\right\))

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Rewrite the product as an exponential expression.
$(\frac{2}{9}) \times (\frac{2}{9}) \times (\frac{2}{9}) \times (\frac{2}{9}) \times (\frac{2}{9})$