A new proof of Erdős-Mordell inequality,
Forum Geometricorum, 18 (2018) 79--82.
Abstract. In this note we show a new proof of Erdős-Mordell inequality. The new idea is to consider three interior points to the triangle, the resulting inequality becomes Erdős-Mordell inequality when the three before mentioned points coincide.
[ps file] [pdf]
Return to Forum Geom., 18 (2018) Table of Contents