Question

Use the properties of exponents to simply the following expression as much as possible

Answer 1

Answer:

In exponent form, we have:

`x^{(47)/(30)}`

In radical form, we have:

`\sqrt[30]{x^(47)}`

Step-by-step explanation:

Given

`x^{(9)/(10)}\cdot x^{(2)/(3)}`

In exponent form, we have:

`x^{(9)/(10)+(2)/(3)}=x^{(47)/(30)}`

In radical form, we have:

`\sqrt[30]{x^(47)}`