We have 20 thousand dollars that must be invested among 4 possible opportunities. Each investment must be integral in units of 1 thousand dollars.
How many different investment strategies are possible?
What if not all money need be invested?
請教解數學題。
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回複:請教解數學題。
-guest1000-
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09/07/2010 postreply
11:30:28
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回複:回複:請教解數學題。
-guest1000-
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09/07/2010 postreply
19:44:24
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回複:回複:回複:請教解數學題。
-guest1000-
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09/07/2010 postreply
19:51:53
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第二題答案是不是:C(16+3,3)+C(15+3,3)+...+C(1+3,3)+C(0+3,3)
-皆兄弟也-
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09/08/2010 postreply
09:10:55
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I think we should change 16 to 20....we get C(24,4)=...
-jinjing-
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09/08/2010 postreply
09:35:30
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how to understand: must be invested among 4 possible opportuniti
-皆兄弟也-
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09/08/2010 postreply
10:00:33
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even if we should change 16 to 20....we get C(21,4)=...
-皆兄弟也-
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09/08/2010 postreply
10:03:46
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sorry, C(21,4)=... wrong; C(24,4)=... right,if we should change
-皆兄弟也-
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09/08/2010 postreply
10:07:18
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you are right:C(20,4)=C(16+3,3)+C(15+3,3)+...+C(1+3,3)+C(0+3,3)
-皆兄弟也-
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09/08/2010 postreply
10:09:50
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第二題:What if not all money need be invested? 可這樣理解:
-皆兄弟也-
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09/08/2010 postreply
10:37:04
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我認為,您的第一題答案是正確的。
-皆兄弟也-
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09/08/2010 postreply
09:03:17
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回複:我認為,您的第一題答案是正確的。
-guest1000-
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09/08/2010 postreply
12:31:24
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yes,您的第二題答案是正確的,as well。
-皆兄弟也-
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09/08/2010 postreply
13:03:14
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Put 16 balls in 5 bins, no matter 5 bins can be empty or not, wh
-皆兄弟也-
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09/08/2010 postreply
13:17:31
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Recursive functions for several variables.
-jinjing-
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09/07/2010 postreply
18:19:35
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回複:請教解數學題。
-guest1000-
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09/07/2010 postreply
20:04:56
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first Q : 969 second Q:10626
-jinjing-
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09/07/2010 postreply
21:39:24
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回複:first Q : 969 second Q:10626
-guest1000-
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09/08/2010 postreply
12:23:06
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I mean second Q; We can put 0 for 4 cases.So, the
-jinjing-
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09/08/2010 postreply
13:10:35
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"1536" - 沒上過大學, 用俺的高中知識試著解1解
-wuliwuwai-
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09/09/2010 postreply
11:52:38
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sorry, should be "1513"
-wuliwuwai-
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09/09/2010 postreply
12:04:38
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不懂,4! 不可以,因可能有相同的錢.請說明您的思路.
-jinjing-
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09/09/2010 postreply
19:53:17