Question 325486
{{{((x^3y^3)/4)/((x^2y)/5)}}} Start with the given expression.



{{{((x^3y^3)/4)*(5/(x^2y))}}} Multiply the upper fraction by the reciprocal of the lower fraction.



{{{(5x^3y^3)/(4x^2y)}}} Multiply the fractions.



{{{(5x^(3-2)y^(3-1))/4}}}  Divide the variable terms by subtracting the exponents.



{{{(5x^1y^2)/4}}} Subtract.



{{{(5xy^2)/4}}} Simplify.



So {{{((x^3y^3)/4)/((x^2y)/5)=(5xy^2)/4}}}