Problem #PRU-65387

Problems Methods Examples and counterexamples. Constructive proofs Colouring Chessboard colouring Pigeonhole principle (finite number of poits, lines etc.) Pigeonhole principle

Problem

What is the minimum number of \(1\times 1\) squares that need to be drawn in order to get an image of a \(25\times 25\) square divided into 625 smaller 1x1 squares?