Question 57874
problem states to divide 
{{{(3x^4-9x^3y^3+2x^2)/(x^2y)}}}  When the denominator is a monomial (a single term) you can separate the rational expression this way:
{{{3x^4/(x^2y)-9x^3y^3/(x^2y)+2x^2/(x^2y)}}}
{{{3x^(4-2)/y-9x^(3-2)y^(3-1)+2x^(2-2)/y}}}
{{{3x^2/y-9xy^2+2x^0/y}}}
{{{3x^2/y-9xy^2+2/y}}}
:
Another way to do it is to factor out the GCF on top, the solution looks a little different:
{{{x^2(3x^2-9xy^3+2)/(x^2y)}}}
{{{cross(x^2)(3x^2-9xy^3+2)/(cross(x^2)y)}}}
{{{(3x^2-9xy^3+2)/y}}}
Happy Calculating!!!