Question

Rewrite in simplest radical form
-3. Show each step of your process.

Answer 1

`√(x)`

Explanation:

The correct question is

Rewrite in simplest radical form 1/x^−3/6

Show each step of your process please

we have

`\frac{1}{x^{-(3)/(6)}}`

Remember the negative exponent rule

`(1)/(x^(-n))=x^(n)`

so

`\frac{1}{x^{-(3)/(6)}}=x^{(3)/(6)}`

Simplify

`x^{(3)/(6)}=x^{(1)/(2)}`

Remember that

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

so

`x^{(1)/(2)}=√(x)`