zeracuse

science , humor and other geek things …

Tag Archives: combinatorics geometry

Problem:

51 small insects move inside a unit square. Prove that it is always possible to find 3 of them that are inside a circle of radius \frac{1}{7}

 

another nice easy one from combinatorics geometry. If any reader likes a clue I would be glad to give one…

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posted on January 2, 2014
by zeracuse
filed under combinatorics, Math problems
tagged as combinatorics geometry

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