Question

Rewrite in simplest radical form 1 x −3 6 . Show each step of your process.

Answer 1

√x

Explanation:

Assuming the expression is 1/x^(-3/6), then it can be rewritten as follows:

First, simplify the fraction in the exponent:

1/x^(-3/6) = 1/x^(-1/2)

Next, transform the negative exponent into a positive one:

1/x^(-1/2) = x^(1/2)

Finally, use the square root:

x^(1/2) = √x

Answer 2

I think the symbols of the radicals are missing.

Explanation:

If the symbols of the radicals are given by

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

It is possible to perform the simplification as well,

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

`\frac{1}{x^{-(1)/(2)}}`

`x^{(1)/(2) }`

`√(x)`