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A, B, and C are playing a game of ball darts. After throwing four balls each, all three people scored 62 points.
A scored 27 points with his first two balls, and B scored five points with her last ball. The picture above shows where each ball hit the target.
Who threw the ball that hit the bull's-eye and scored 50 points?
Use what you know to narrow down which balls could belong to each player.
We know that A had to have scored a 30, a 25, a 5, and a 2. Additionally, by looking at all possible three-ball, 12-point combinations that take the score from 50 to 62, and by excluding A's 2 from these combinations, the one who hit the bull's eye must have scored a 5.
Two balls hit the 5-point area, one of which was A's so only B could have got the 50-point score.
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