Algebra 2ChallengeSystems of Equations ShareSystems of Equations · Challenge problemThe constants ppp and qqq are positive and unequal. Solve for xxx and yyy.xp+yq=1xq+yp=1\begin{aligned} \dfrac{x}{p} + \dfrac{y}{q} = 1 \\ \dfrac{x}{q} + \dfrac{y}{p} = 1 \end{aligned}px+qy=1qx+py=1 Show answer Walk through it step by step Practice more like this Review this concept