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試題詳解

試卷:111年 - 111 國立清華大學學士後西醫學系單獨招生考試_學士後醫學系/智慧資訊科技組:資訊科學#110534 | 科目:學士後西醫◆資訊科學

試卷資訊

試卷名稱:111年 - 111 國立清華大學學士後西醫學系單獨招生考試_學士後醫學系/智慧資訊科技組:資訊科學#110534

年份:111年

科目:學士後西醫◆資訊科學

23. (5%) Recently, Larry taught his daughter Emily how to play a game. To encourage Emily to practice this game, Larry decides to play with her until she wins two of the recent three games. Assume that either of the two players wins and the game cannot have a tie. If the probability that Emily a game is 1/4 independently of all preceding and future games, find the expected number of games to be played. 
(A) 121/9 
(B) 130/11
(C) 203/16
(D)89/7
(E) 55/4
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