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\[x \frac{ 1 }{ 3 } / x \frac{ 1 }{ 12 }\]
Converting to radical form
is that x to the 1/3 power divided by x to the 1/12 power?
can you retype it using parenthesis so it's a bit more clear?
Yes it is
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@dagrothus
alright basically this question is making sure you understand the concept that when dividing x to a power by the same x to a different power, you just subtract the exponents. So x^(1/3) / x^(1/12) = x^(1/3 - 1/12) = x^ (4/12 - 1/12) = x^(3/12)
I see
and I guess radical form would be the twelfth root of x cubed
Thank you very much ^_^
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