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divide x^3/4 / x^1/6
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\[x ^{3/4}/x ^{1/6}\]
Just divide m^n/m^q = m^(n-q)
m as the nominator and n / q as the denominators?
\[\huge \frac{m^p}{m^q}=m^{p-q}\]
So, \[\huge \frac{x^{3/4}}{x^{1/6}}=x^{(\frac{3}{4}-\frac{1}{6})}\]
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okay, I get it thanks
All right
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