Mathematical and Physical Journal
for High Schools
Issued by the MATFUND Foundation
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Problem A. 372. (April 2005)

A. 372. An equilateral triangle of side n is divided into equilateral triangles of unit side. How many castles can be placed on the lattice points of the triangular lattice obtained so that no two of them attack each other? Castles can move parallel to the sides of the triangle, in six directions altogether. (Suggested by A. Egri, Hajdúszoboszló)

(5 pont)

Deadline expired on May 17, 2005.


8 students sent a solution.
5 points:Jankó Zsuzsanna, Kiss-Tóth Christian, Pálinkás Csaba, Paulin Roland, Seres Gyula, Strenner Balázs.
2 points:1 student.
1 point:1 student.

Problems in Mathematics of KöMaL, April 2005