Which nuber is equivalent to \frac{ {3}^(4) }{ {3}^(2) }

asked Sep 25, 2020 169k views

3 votes

Which nuber is equivalent to

$\frac{ {3}^(4) }{ {3}^(2) }$

$Which nuber is equivalent to \frac{ {3}^(4) }{ {3}^(2) } -example-1$

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1 vote

$\frac{ {3}^(4) }{ {3}^(2) } = {3}^(2) = 9\Rightarrow B.\: 9$

Telkins answered Sep 27, 2020

5.9k points

2 votes

Answer:

B. 9

Explanation:

The bases are the same so you just subtract the exponents. 3^4-2 = 3^2 and 3 squared is 9.

Vinaya Nayak answered Oct 2, 2020

5.3k points

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