Question

How do I write the simplified form into rational exponent form

Answer 1

Given data,

`\frac{15\sqrt[]{x}x^{(2)/(5)}\sqrt[3]{y^2}}{3y^{(1)/(3)}}`

Simplify the given function,

`\begin{gathered} \frac{15x^{(1)/(2)}x^{(^2)/(5)}y^{(2)/(3)}}{3y^{(1)/(3)}} \\ \frac{15x^{(9)/(10)}y^{(1)/(3)}}{3} \\ 5x^{(9)/(10)}y^{(1)/(3)} \end{gathered}`

Therefore, the given option is 4.