The expression
(x3y3z5)6(x5y3z)5\displaystyle {\frac{{{\left({x}^{{3}}{y}^{{3}}{z}^{{5}}\right)}^{{6}}}}{{{\left({x}^{{5}}{y}^{{3}}{z}\right)}^{{5}}}}}

equals yrzsxt\displaystyle \frac{{{y}^{{r}}{z}^{{s}}}}{{x}^{{t}}} where
r\displaystyle {r}, the exponent of y\displaystyle {y}, is:
s\displaystyle {s}, the exponent of z\displaystyle {z}, is:
t\displaystyle {t}, the exponent of x\displaystyle {x}, is: