The expression
(x4y4)4(xy4)4x4y3\displaystyle {\frac{{{\left({x}^{{4}}{y}^{{4}}\right)}^{{4}}{\left({x}{y}^{{4}}\right)}^{{-{4}}}}}{{{x}^{{4}}{y}^{{3}}}}}

equals xeyd\displaystyle \frac{{x}^{{{e}}}}{{y}^{{{d}}}} where
the exponent e\displaystyle {e} of x\displaystyle {x} is , the exponent d\displaystyle {d} of y\displaystyle {y} is .