[用功] 離散數學之排列組合問題?

看板FCU_Talk作者 (AHan)時間14年前 (2009/10/11 13:16), 編輯推噓3(305)
留言8則, 5人參與, 最新討論串1/1
離散數學之排列組合問題? (a) What is the number of arrangements of the letters in TALLAHASSEE? (b) How many of these arrangements have no adjacent L's? <Sol> (a) 11!/(3!2!2!2!1!1!) (b) [9!/3!2!2!1!1!]*C(10,2) --------- --------- (b) [11!/(3!2!2!2!)]-[10!/(3!2!2!)] 這樣寫對嗎? -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 163.17.10.177 ※ 編輯: han999 來自: 163.17.10.177 (10/11 13:17)

10/11 13:24, , 1F
對 沒錯
10/11 13:24, 1F

10/11 13:41, , 2F
3Q
10/11 13:41, 2F

10/11 14:26, , 3F
不客氣 我是中文系的 請多多指教^^
10/11 14:26, 3F

10/11 16:03, , 4F
噗~"~
10/11 16:03, 4F

10/11 17:00, , 5F
用排容原理 全部排列數 - L相鄰的排列數 對吧@@
10/11 17:00, 5F

10/11 18:50, , 6F
yes,沒錯
10/11 18:50, 6F

10/11 18:51, , 7F
喔~看錯,上面那ˇ個b對
10/11 18:51, 7F

10/11 21:47, , 8F
1.ans:全部!/同樣重複英文出現次數!
10/11 21:47, 8F
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