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Journal for Geometry and Graphics 22 (2018), No. 2, 253--256 Copyright Heldermann Verlag 2018 A Triangle "Broken" into Four Triangles -- the Special Status of the Central Triangle Moshe Stupel Shannan Academic College of Education, P.O.Box 906, Haifa 26109, Israel stupel@bezeqint.net The cevians drawn through a point inside a given triangle intersect the opposite sides at three points. They form a triangle which subdivides the given triangle into four parts. The paper focuses on properties of the central triangle with respect to the other subtriangles. Keywords: Cevians, central subtriangle. MSC: 51M04; 51M16, 51M25 [ Fulltext-pdf (154 KB)] |