Mathematical and Physical Journal
for High Schools
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Problem B. 4741. (November 2015)

B. 4741. How many different triangles with an axis of symmetry are there in which one side is twice as long as one of the altitudes? Similar triangles are not considered different.

(3 pont)

Deadline expired on December 10, 2015.


Statistics:

192 students sent a solution.
3 points:Andó Angelika, Bindics Boldizsár, Busa 423 Máté, Csertán András, Csiszár Zoltán, Csorba Benjámin, Erdődi Ádám Károly, Ferenczi László, Geretovszky Anna, György Levente, Horváth András János, Hunyadi Marcell, Jakus Balázs István, Janzer Orsolya Lili, Kardos Bálint Tamás, Kocsis Júlia, Kosztolányi Kata, Kővári Péter Viktor, Mikulás Zsófia, Mona Zsuzsa, Noszály Áron, Póka Lili , Polgár Márton, Pusztai Bertalan, Schrettner Bálint, Schrettner Jakab, Somogyi Pál, Szabó 417 Dávid, Szajbély Sámuel, Szajbély Zsigmond, Szakály Marcell, Török Zsombor Áron, Tubak Dániel, Ujvári Bors Benedek, Vágó Richárd, Vári-Kakas Andor, Várkonyi Dorka, Varsányi András, Weisz Máté, Xu Dávid.
2 points:116 students.
1 point:17 students.
0 point:15 students.
Unfair, not evaluated:4 solutions.

Problems in Mathematics of KöMaL, November 2015