Bobby and Joan are playing darts using the board shown below. The radius of the outside circle is 10in., and each of the other circles has a radius 2 in. smaller than the next larger circle. All of the circles have the same center. Bobby has only 1 dart left to throw and needs at least 30 points to win the game. Assuming that his last dart hits at a random point within a single region on the board, what is the percent chance that Bobby will win the game?
P(10 or more points) = 1? I'm not sure that's entirely clear from the description.
You will need the area of two circles, one with a 10 in radius and one with a 6 in radius. That's all.
Let's see what you get.
It's really 36%? It just seems wrong..
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