two tangential quads leadto a third tangential quad
Source: Polish MO Recond Round 1989 p6
September 9, 2024
geometrytangential
Problem Statement
In the triangle , the lines , , are drawn through the internal point and intersect the sides , , at points , , , respectively. Prove that if circles can be inscribed in the quadrilaterals and , then a circle can also be inscribed in the quadrilateral .