# Problem of the Week Problem C All Squared Up

Ziibi drew a square. Starting at one corner and moving around the square, he labelled the vertices $$J$$, $$K$$, $$L$$, and $$M$$, in order. He drew points $$P$$ and $$Q$$ outside the square so that both $$\triangle JMP$$ and $$\triangle MLQ$$ are equilateral.

Determine the measure, in degrees, of $$\angle MPQ$$.

Theme: Geometry