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Triangles from Central Points

Zvonko Čerin ; Department of Mathematics, Faculty of Science, University of Zagreb, Zagreb, Croatia

Puni tekst: engleski, pdf (11 MB) str. 23-28 preuzimanja: 85* citiraj
APA 6th Edition
Čerin, Z. (1997). Triangles from Central Points. KoG, 2 (2), 23-28. Preuzeto s
MLA 8th Edition
Čerin, Zvonko. "Triangles from Central Points." KoG, vol. 2, br. 2, 1997, str. 23-28. Citirano 09.07.2020.
Chicago 17th Edition
Čerin, Zvonko. "Triangles from Central Points." KoG 2, br. 2 (1997): 23-28.
Čerin, Z. (1997). 'Triangles from Central Points', KoG, 2(2), str. 23-28. Preuzeto s: (Datum pristupa: 09.07.2020.)
Čerin Z. Triangles from Central Points. KoG [Internet]. 1997 [pristupljeno 09.07.2020.];2(2):23-28. Dostupno na:
Z. Čerin, "Triangles from Central Points", KoG, vol.2, br. 2, str. 23-28, 1997. [Online]. Dostupno na: [Citirano: 09.07.2020.]

The paper deals with the problem of determining which central points X of the triangle ABC have the property that segments AX, BX, and CX being the sides of a triangle. We shall prove that only thirteen out of hundred and one central points from Kimberling's list have this property. Moreover, the convex hull of ten among these points always consists only of the points having the above mentioned properties.

Hrčak ID: 166347



Posjeta: 147 *