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Mathematics
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A carnival game allows players to operate a shovel to lift a prize to a chute where it can fall into a bin from which the player can pick it up. Here are the probabilities of winning the prizes: P(large prize) = 5% P(small prize) = 25% Suppose that the first player who wins a prize wins a small prize. What is the probability that the second player who wins a prize will also win a small prize? If each player in a group of four uses the shovel to try and lifts one prize to the chute, which person has the greatest probability of winning a large prize? For which prize is this game biased?
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How could the game be made fair?
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Oh Itz A
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