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Help me please if you can

Help me please if you can-example-1
User Dcarrith
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1 Answer

3 votes

Answer:

B.
\sqrt[7]{81}

E.
(\sqrt[7]{3})^4

Explanation:

Given radical expression:


3^{(4)/(7)}

To write the radical in simple expressions.

Solutions:

Rules for radicals.

When exponent is a fraction:


x^{(1)/(a)=\sqrt[a]{x}


x^{(b)/(a)=\sqrt[a]{x^b}\ or\ (\sqrt[a]{x})^b

Thus, we can write the expression given as:


3^{(4)/(7)}


\sqrt[7]{3^4}


\sqrt[7]{81}

Or


3^{(4)/(7)}


(\sqrt[7]{3})^4

User Apocalisp
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3.8k points