Question

HELP PLEASE, WILL REWARD!!
Rewrite n sqrt x^m using rational expression.

Answer 1

When we write things as rational expressions, we write the exponent as a FRACTION.
The DENOMINATOR represents the degree of the ROOT.
The NUMERATOR represents the degree of the POWER being applied to our base.

Example:

\[\Large x \frac{ 4 }{ 3 }\]

The 4 represents the POWER on x.
The 3 represents the degree of the ROOT!

So we can write it like this,
\[\LARGE \sqrt[3]{x^4}\]

See what we did there? :)
So in this problem we want to apply this idea in reverse.

\[\LARGE \sqrt[n]{x^m}\]

Does that give you an idea of what to do?

Answer 2

Do you get it @mrivera3113 ?

Answer 3

Yes! thank you!

Answer 4

You're quite welcome =]

Answer 5

so it is x^n/m