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SSI chips, essential to the running of a computer system, fail in accordance with a Poisson distribution with the rate of one chip in about five weeks. If there are two spare chips on hand, and if a new supply will arrive in eight weeks, what is the probability that during the next eight weeks the system will be down for a week or more, owing to a lack of chips? 在網路上也看到這題 但好像沒有正確的答案 不知道小弟這樣解對不對 將兩個chip當作獨立事件討論 -- ※ 發信站: 批踢踢實業坊(ptt.cc), 來自: 42.72.147.18 (臺灣) ※ 文章網址: https://www.ptt.cc/bbs/Grad-ProbAsk/M.1575395717.A.DC9.html ※ 編輯: edward0887 (42.72.147.18 臺灣), 12/04/2019 01:55:50 https://i.imgur.com/fYSzeqn.jpg ※ 編輯: edward0887 (42.72.147.18 臺灣), 12/04/2019 02:19:12
Ricestone: 不對,你寫的算式是兩個獨立的chip在一週裡面各自都只 12/04 02:52
Ricestone: 壞8次以內的機率 12/04 02:53
Ricestone: 這題應該要算這種chip在七週裡面發生三次以上壞掉的機 12/04 02:54
Ricestone: 率 12/04 02:54
edward0887: R大我懂了 非常謝謝您!!! 12/04 03:20