Question: Two players (or two teams) are negotiating the rules for determining the championship. The two possibilities are best of five or best of seven. This

Two players (or two teams) are negotiating the rules for determining the championship. The two possibilities are “best of five” or “best of seven.” This means that whoever wins three (respectively, four) games is the champion. Assume that games are independent and that the probability of winning a game by the first player (there are no ties) is p. For what values of p, should the first player favor the scheme “best out of five”?

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