sum of inradii of AMB , AMC (V Soros Olympiad 1998-99 Round 3 10.5)
Source:
May 26, 2024
geometryinradius
Problem Statement
The radius of the circle inscribed in triangle is equal to . This circle is tangent to at point and divides the segment in ratio (starting from vertex ). Find the sum of the radii of the circles inscribed in triangles and .