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Another easy chessboard problem......
You have an infinitely large chessboard (one that has an infinite number of rows and columns) where each square has sides of 2cm. You throw a perfectly round 1cm diameter coin onto the chessboard. Assuming it always lands flat, what is the probability that it will land straddling two or more squares.
Answers in Spoilers
You have an infinitely large chessboard (one that has an infinite number of rows and columns) where each square has sides of 2cm. You throw a perfectly round 1cm diameter coin onto the chessboard. Assuming it always lands flat, what is the probability that it will land straddling two or more squares.
Answers in Spoilers