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http://projecteureka.org/problem/question/1183
Expected score
Jeo has a 50 point quiz at 11 am. He wakes up at a random time between 10 am and noon, then arrives at class 15 minutes later. If he arrives on time, he will get a perfect score, but if he arrives more than 30 minutes after the quiz starts, he will get a 0, but otherwise, he loses a point for each minute he's late (he can lose parts of one point if he arrives a nonintegral number of minutes late). What is Jeo's expected score on the quiz?
Solution Format/Example: rational number x/y, where gcd (x, y) = 1 |
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