if 2 quads are tangential, so is a third one
Source: Polish MO Second Round 1975 p2
September 8, 2024
geometrytangential quadrilateraltangential
Problem Statement
In the convex quadrilateral , the corresponding points and are chosen on the adjacent sides and and the intersection point of the segments and is marked by 0. Prove that if circles can be inscribed in the quadrilaterals and , then a circle can also be inscribed in the quadrilateral .