How many ways are there to create a six digit number using digits 1 to 6 (without repetition) such that each pair of adjacent digits are relatively prime?
"我们当初学了微积分,学了离散,学了线性". 来来用你们的牛刀试一试...
How many ways are there to create a six digit number using digits 1 to 6 (without repetition) such that each pair of adjacent digits are relatively prime?
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人家又没说学数论了,这题咋会做?:))
-A-Momy-
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04/12/2010 postreply
08:48:34
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俺酸:学了有什么用,会做又怎么样? 和:)~
-20146-
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04/12/2010 postreply
08:51:04
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You may want to view it as a problem of 离散数学.
-BeLe-
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04/12/2010 postreply
08:54:43
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欢迎数学家来坛子辅导
-Bin123-
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04/12/2010 postreply
08:57:55
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那学过离散的不就会做嘛。如果不会
-酱紫-
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04/12/2010 postreply
09:02:14
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这个是MC的题?那应该用初中生的知识就能做出来才对啊。
-gingertea-
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04/12/2010 postreply
09:04:01
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i think so. my son did.
-janeice65-
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04/12/2010 postreply
13:59:23
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The answer is here, but you got to tell me where you got the pro
-borisg-
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04/12/2010 postreply
09:11:29
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4X3!X3! ?
-网恋无罪-
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04/12/2010 postreply
09:19:39
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3 and 6 should not be together.
-BeLe-
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04/12/2010 postreply
09:21:36
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120?
-A-Momy-
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04/12/2010 postreply
09:25:03
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my answer was 72.
-酱紫-
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04/12/2010 postreply
09:30:59
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Need correction. forgot 3 and 6 not relative prime
-网恋无罪-
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04/12/2010 postreply
09:23:23
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72 ?
-网恋无罪-
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04/12/2010 postreply
10:00:56
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回复:"我们当初学了微积分,学了离散,学了线性". 来来用你们的牛刀试一试...
-MaoXin-
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04/12/2010 postreply
09:45:29
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大概这种就是国内以前所谓的练基本功吧
-酱紫-
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04/12/2010 postreply
10:16:32
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回复:"我们当初学了微积分,学了离散,学了线性". 来来用你们的牛刀试一试...
-calligraphy-
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04/13/2010 postreply
10:23:44