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Rewrite the radical using a rational expression. This is hopefully the last math question for awhile.
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\[\Large\sqrt[n]{x^m}\]
Rewrite this as a fraction.
so \(\Large x^{m/n}\)?
Yes
Remember: in a fractional exponent, the top number is the power and the bottom number is the root.
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Okay. Thank you! That's what I thought, I just didn't want to get it wrong. Thank you, both of you :)
I always think of it as "m is the fat guy that does not really want to move, n is the runner that runs back and fourth to the beginning and lines up underneath the big guy" Haha.
Sure thing.
Thank you :D
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