OK, Bobo the Bear’s first Checkerboard math puzzle just went up, and it is heavily math/geometry oriented. For those looking for a different sort of challenge, here’s a lateral thinking Checkboard brain teaser : )
Two grandmasters played five games of checkers. Each won an equal number of games, and lost an equal number of games. There were no ties in any of the games. How could this be so?
As always, answers can be entered into the comment section below. Will unmask either Friday or early next week!