[統計] 嘉大行銷所考古題

看板TransPSY作者 (哈哈)時間16年前 (2010/03/01 23:30), 編輯推噓0(007)
留言7則, 1人參與, 最新討論串1/1
In a lottery game, a player selects 6 inteners out of the first 49 positive integers. The sposor then ramdomly selects 6 out of the first 49 positive integers. Cash prizes are given to a player who match4, 5 or 6 inteners. Lex X equal the number of inteners selected by a player that match inteners selectd by the sponder. (1) State the p.d.f X (2) Calculate the mean,variance and standard deviation X. (3) What value of X is mostly likely to occur? (4) On March,2005, the jackpot was worth $450,000,000. When the prize is large, a lot of bets are placed. Out of 25,000,000 bets that were placed,3 people matched 6 numbers and matched 5 numbers,22187 matched 4 numbers. Are these numbers of winners consistent with the probability model? 請問這題是二項分配嗎? f(x)=(6Cx)P^XQ^(n-x)嗎 p=6/49 x=0.1.2.3.4.5.6 第四小題則無頭緒 謝謝~~~~ -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 125.229.17.86

03/02 20:21, , 1F
不好意思,剛剛有貼一篇寫錯了,還正在想。
03/02 20:21, 1F

03/02 20:46, , 2F
我在想,如果是不放回的話,那好像不是二項分配耶...
03/02 20:46, 2F

03/02 20:52, , 3F
好像是超幾何分配的樣子。
03/02 20:52, 3F

03/02 23:58, , 4F
超幾何分配的話,有其固定的函數形式跟計算平均數、變異數
03/02 23:58, 4F

03/02 23:58, , 5F
的公式,你可以參考自己的統計用書或查資料。
03/02 23:58, 5F

03/06 23:07, , 6F
結果有幫到你的忙嗎? XD 不好意思我懶得去查超幾何的公式
03/06 23:07, 6F

03/06 23:08, , 7F
第四小題是不是要代進去算看看有沒有符合次數分配?
03/06 23:08, 7F
文章代碼(AID): #1BYzs8O4 (TransPSY)