8 \sqrt[3]{4} write this expression in exponential form​

Question

`8 \sqrt[3]{4}`
write this expression in exponential form​

Answer 1

`8(4^{(1)/(3)})`

Explanation:

`\sqrt[n]{x^(y)}}=x^{(y)/(n) }`

This means that

`\sqrt[3]{4^(1)}=4^{(1)/(3) }`

put the 8 in front and get

`8(4^{(1)/(3)})`