已知:
1。有39個乒乓球。其中一個重量異常。其它38個重量正常且相同。
2。工具是一具物理實驗室天平,但無法碼。
問:稱4次,如何找出異常乒乓球,並指出它是過輕或過重。
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n次可稱13*3^(n-3)個,並指出它是過輕或過重
-jinjing-
♀
(171 bytes)
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05/02/2010 postreply
06:20:44
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n次可稱(3^n-3)/2個,並指出它是過輕或過重。
-康MM-
♀
(68 bytes)
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05/02/2010 postreply
07:24:54
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康MM的公式正確, 3次隻能稱12個球,而4次能稱39個球.
-Blue_Diamond-
♂
(21 bytes)
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05/02/2010 postreply
09:49:20
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3 times are enough for 13 balls
-jinjing-
♀
(263 bytes)
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05/02/2010 postreply
12:30:37
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回複:3 times are enough for 13 balls
-wushuihe-
♂
(93 bytes)
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05/02/2010 postreply
15:39:14
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not big deal,careless,3 times are enough for 13 balls
-jinjing-
♀
(273 bytes)
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05/02/2010 postreply
18:03:21
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回複:not big deal,careless,3 times are enough for 13 balls
-wushuihe-
♂
(25 bytes)
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05/03/2010 postreply
01:52:46
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4 times are enough for4 2 ,but you need 5 times.
-Jinjing-
♀
(109 bytes)
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05/02/2010 postreply
14:03:37
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4 times are enough for 42 balls, you need 5 times.
-jinjing-
♀
(168 bytes)
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05/02/2010 postreply
14:12:59
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回複:4 times are enough for 42 balls, you need 5 times.
-康MM-
♀
(123 bytes)
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05/03/2010 postreply
03:59:22
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答案
-Blue_Diamond-
♂
(3104 bytes)
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05/02/2010 postreply
09:56:02
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回複:答案
-jinjing-
♀
(175 bytes)
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05/02/2010 postreply
11:26:07
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回複:答案
-jinjing-
♀
(263 bytes)
()
05/02/2010 postreply
12:03:38
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回複:回複:答案
-jinjing-
♀
(43 bytes)
()
05/02/2010 postreply
12:32:38
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