A Different Look at the Pol Erdos-Mordell Theorem

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Author(s) Suheyla Elmas | Seyfullah Hizarci
Pages 282-284
Volume 2
Issue 4
Date April, 2013
Keywords Triangle,half perimeter,
Abstract

In this study a different demonstration of the theorem regarding “the distance to the corners of a point placed inside a triangle ( x1, x2, x3 represent the distance of P to the points A, B, and C ) which was proven by Luis Mordell and introduced by Pol Erdos in 1935 has been defined. With this theorem, U has been designated to constitute for the half perimeter of the triangle The theorem has been invalidated.

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