Question 148208


{{{(3x^3y^3)/(xy)}}} Start with the given expression.



{{{(3*x*x*x*y*y*y)/(x*y)}}} Expand. Remember, {{{3x^3y^3=3*x*x*x*y*y*y}}}



{{{(3*highlight(x)*x*x*highlight(y)*y*y)/(highlight(x)*highlight(y))}}} Highlight the common terms.



{{{(3*cross(x)*x*x*cross(y)*y*y)/(cross(x)*cross(y))}}} Cancel out the common terms.



{{{3*x*x*y*y}}} Simplify.



{{{3*x^2*y^2}}} Regroup.



So {{{(3x^3y^3)/(xy)}}} simplifies to {{{3*x^2*y^2}}}.



I don't see this as an answer choice so double check the problem