Question

Simplify the following

$(221p^2{q}^2+13p{q}^2+17p^{2}q)÷\left(-663pq\right)$

Answer 1

Simplify given expression.

$$\begin{gathered} (221p^2{q}^2+13p{q}^2+17p^{2}q)÷\left(-663pq\right)=\frac{221p^2{q}^2+13p{q}^2+17p^{2}q}{-663pq} \\ =\frac{221p^2{q}^2}{-663pq}+\frac{13p{q}^2}{-663pq}+\frac{17p^{2}q}{-663pq} \\ =-\frac{pq}{3}-\frac{q}{51}-\frac{p}{39} \\ So,(221p^2{q}^2+13p{q}^2+17p^{2}q)÷\left(-663pq\right)=-\frac{pq}{3}-\frac{q}{51}-\frac{p}{39} \end{gathered}$$