Rewrite 140^1/8 in radical form.
You simply put the denomintor on the outside of the radical form.
The answer is 8√140.
Numbers in radical forms are expressed in root forms
The number in radical form is: \(\sqrt[8]{140}\)
Let the number be represented with n.
So, we have:
\(n =140^{1/8}\)
Apply the law of indices to rewrite the above number as a radical
\(n =\sqrt[8]{140}\)
Hence, the number in radical form is: \(\sqrt[8]{140}\)
Read more about radical expressions at:
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