Let ABC be an acute triangle inscribed in a circle centered at O. Let M be a point on the small arc AB of the triangle's circumcircle. The perpendicular dropped from M on the ray OA intersects the sides AB and AC at the points K and L, respectively. Similarly, the perpendicular dropped from M on the ray OB intersects the sides AB and BC at N and P, respectively. Assume that KL=MN. Find the size of the angle ∠MLP in terms of the angles of the triangle ABC. geometrygeometric transformationreflectionparallelogramtrapezoidgeometry proposed