Question

Type the expressions as radicals.

s6/5

Answer 1

s^(6/5) is the fifth root of s^6. It would be written like ∛s^6 except the little "3" should be replaced by a "5".

Hope I helped! ( Smiles )

Answer 2

Answer: The required radical form is
`\sqrt[5]{s^6}.`

Step-by-step explanation: We are given to write the following expression as radical :

`E=s^(6)/(5).`

We know that

the radicals and the fractional powers shares the following relationship :

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

Therefore, the given expression can be written as :

`E=s^(6)/(5)=\sqrt[5]{s^6}.`

Thus, the required radical form is
`\sqrt[5]{s^6}.`