Olym 11C. 염색 및 타일링
- 연습문제
Example n. Title Here
Problem Here
Source Here
Solution
Solution Here.
Example n. Title Here
For $n>1$ consider an $n\times n$ chessboard and place identical pieces at the centers of different squares.
Show that no matter how $2n$ identical pieces are placed on the board, that one can always find $4$ pieces among them that are the vertices of a parallelogram.
Show that there is a way to place $(2n-1)$ identical chess pieces so that no $4$ of them are the vertices of a parallelogram.
BAMO 2016
Solution
Solution Here.
Example n. Title Here
Problem Here
Source Here
Solution
Solution Here.
Example n. Title Here
Problem Here
Source Here
Solution
Solution Here.
Example n. Title Here
Problem Here
Source Here
Solution
Solution Here.
Example n. Title Here
Problem Here
Source Here
Solution
Solution Here.
