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What is 2008 Balkan Mathematical Olympiad Problems about?
This document contains 4 geometry and number theory problems from a 2008 Balkan mathematics competition. Problem 1 asks to prove that certain points are concyclic given a scalene acute triangle. Problem 2 asks if a sequence satisfies two inequalities simultaneously. Problem 3 asks to prove the number of lines through vertices of a rectangle is divisible by 4. Problem 4 asks to find values of c such that a defined sequence satisfies a given property.
- Author
- Jhefferson Lopez
- Language
- EN