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Which of the following represents cubed root of x squared in exponential form?

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Answer:


\sqrt[3]{x^(2) } = x^(2/3)

Explanation:

Since cubed root is the power 1/3, cubed root of x squared is;


\sqrt[3]{x^(2) } =(x^(2) )^(1/3)

Now, apply the following rule of exponents:


(a^(m) )^(n) =a^(mn)

So,


\sqrt[3]{x^(2) } = x^(2(1/3))=x^(2/3)

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