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5 votes
Rewrite the rational exponent as a radical
(5∧3/4)∧2/3

1 Answer

4 votes

Answer:


√(5)

Explanation:

Since we can see that
(5^{(3)/(4) } )^{(2)/(3) } has a parentheses, the exponents are being multiplied by each other.. To find their product, just multiply across..

3*2 = 6/4*3 = 12. So we have 6/12 which can be simplified to just 1/2.

So now we have
5^{(1)/(2) } which is equal to
√(5)..

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