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頁次:10/18
每頁50條記錄,
本頁顯示451
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共897
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#跟帖# 題看錯,...被任一人(除孔明)得的概率算式如下:
[腦筋急轉] - jinjing(183 bytes )
2010-12-19
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#跟帖# 被任一人得的概率和孔明得概率.
[腦筋急轉] - jinjing(83 bytes )
2010-12-18
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#跟帖# 題可否改為借到的概率是多少?合題.
[腦筋急轉] - jinjing(102 bytes )
2010-12-18
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#跟帖# 謝.
[腦筋急轉] - jinjing(42 bytes )
2010-12-18
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#跟帖# 可用逐步淘汰原則,立得答案.
[腦筋急轉] - jinjing(162 bytes )
2010-12-18
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#跟帖# 妙,但不用廣義積分法,可能要扣分.
[腦筋急轉] - jinjing(0 bytes )
2010-12-16
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#跟帖# The answer is right, but y=2/3 is wrong. The trick is that y be
[腦筋急轉] - jinjing(58 bytes )
2010-11-19
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#跟帖# Dong tiao yin ji
[腦筋急轉] - jinjing(0 bytes )
2010-11-18
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#跟帖# The writer is not qualified being my student.
[腦筋急轉] - jinjing(283 bytes )
2010-11-18
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#跟帖# i shoud big enough
[腦筋急轉] - jinjing(0 bytes )
2010-11-17
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#跟帖# n=6 second win
[腦筋急轉] - jinjing(0 bytes )
2010-11-17
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#跟帖# n=2i-1,i>=4,the fistr win,n=2i,i>=4,secnd win.other cases nobody
[腦筋急轉] - jinjing(0 bytes )
2010-11-17
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#跟帖# 哈,我對.
[腦筋急轉] - jinjing(0 bytes )
2010-11-17
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#跟帖# 嚴謹得失去幽默,007定義為可左右對手策略的人.
[腦筋急轉] - jinjing(0 bytes )
2010-11-17
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#跟帖# If X has spy 007,100% win. If Y...,60% lost.
[腦筋急轉] - jinjing(84 bytes )
2010-11-12
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#跟帖# (2n!)!/(n!*n!)shoud be (2n)!/(n!*n!)
[腦筋急轉] - jinjing(0 bytes )
2010-11-12
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#跟帖# Thx, You right.
[腦筋急轉] - jinjing(0 bytes )
2010-11-12
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#跟帖# 1man,2women,you:2/3,fact:4/3.
[腦筋急轉] - jinjing(0 bytes )
2010-11-11
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#跟帖# Correcting: (2n!)!/(n!*n!)types,every type has n!*n! permutation
[腦筋急轉] - jinjing(0 bytes )
2010-11-11
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#跟帖# If n men and m women how to do?
[腦筋急轉] - jinjing(0 bytes )
2010-11-11
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#跟帖# Welcome back,
[腦筋急轉] - jinjing(347 bytes )
2010-11-11
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#跟帖# how about n=1?....n is right
[腦筋急轉] - jinjing(0 bytes )
2010-11-11
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#跟帖# 也可譯成整體性質.
[腦筋急轉] - jinjing(0 bytes )
2010-11-03
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#跟帖# Thanks.
[腦筋急轉] - jinjing(0 bytes )
2010-10-27
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#跟帖# I don't understand what is the shaows? Where is the light ?
[腦筋急轉] - jinjing(0 bytes )
2010-10-27
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#跟帖# The owner say :"There is great 劍客show by the xxx square,free"...
[腦筋急轉] - jinjing(89 bytes )
2010-10-26
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#跟帖# 回複:A silly solution
[腦筋急轉] - jinjing(46 bytes )
2010-10-25
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#跟帖# I think changing 50 questions to 30 is better.There whould be on
[腦筋急轉] - jinjing(0 bytes )
2010-10-25
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#跟帖# There are two solutions
[腦筋急轉] - jinjing(335 bytes )
2010-10-24
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#跟帖# 打刧有搶之意,銀行有錢,劍客巡天,可疑.濟貧實分貝也.
[腦筋急轉] - jinjing(35 bytes )
2010-10-22
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#跟帖# Thanks, 6 / π^2 is the limit. I think is right.
[腦筋急轉] - jinjing(37 bytes )
2010-10-22
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#跟帖# I try for infinite n
[腦筋急轉] - jinjing(313 bytes )
2010-10-22
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#跟帖# 一萬億,文學城有四海之內(皆兄弟)NACL,還有金涇,...還沒算巡天搶銀行哩.
[腦筋急轉] - jinjing(0 bytes )
2010-10-19
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#跟帖# Thankd, you are right..
[腦筋急轉] - jinjing(0 bytes )
2010-10-17
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#跟帖# Yes, if we recognize the graph in mirror is the same as the gra
[腦筋急轉] - jinjing(0 bytes )
2010-10-17
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#跟帖# Thanks. I got total 12 cases. This time, we followed the order.
[腦筋急轉] - jinjing(238 bytes )
2010-10-17
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#跟帖# Sorry, I have to use English as typing.
[腦筋急轉] - jinjing(1019 bytes )
2010-10-17
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#跟帖# 謝謝.沒劣角就是凸的,另一個角是可推出的.
[腦筋急轉] - jinjing(164 bytes )
2010-10-16
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#跟帖# OK,You are right,,as there is only trick method.
[腦筋急轉] - jinjing(0 bytes )
2010-10-16
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#跟帖# 三杯裝0,0偶數,不對.
[腦筋急轉] - jinjing(0 bytes )
2010-10-16
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#跟帖# 回複:我以為奇數偶數隻能是整數
[腦筋急轉] - jinjing(91 bytes )
2010-10-16
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#跟帖# THANKS, YOU SHOULD BE 錦衣之官
[腦筋急轉] - jinjing(0 bytes )
2010-10-16
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#跟帖# 改答如下:
[腦筋急轉] - jinjing(381 bytes )
2010-10-16
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#跟帖# 對了,相當於恒重力(另一種)下的自由落體,
[腦筋急轉] - jinjing(16 bytes )
2010-10-16
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#跟帖# 就是勻加速
[腦筋急轉] - jinjing(25 bytes )
2010-10-16
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#跟帖# 1,2,3,4.
[腦筋急轉] - jinjing(34 bytes )
2010-10-16
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#跟帖# 隻要是"勻"就無變化.
[腦筋急轉] - jinjing(26 bytes )
2010-10-16
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#跟帖# 1,1,.89,.71,.5,.29,.11, 0 and 0.
[腦筋急轉] - jinjing(88 bytes )
2010-10-13
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#跟帖# Thanks. I'm too old to be fast and right.
[腦筋急轉] - jinjing(0 bytes )
2010-10-12
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#跟帖# I have proved that there is only 698896 in 6-digit number.
[腦筋急轉] - jinjing(112 bytes )
2010-10-12
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頁次:10/18
每頁50條記錄,
本頁顯示451
到500,
共897
分頁:
[<<]
[上一頁]
[6]
[7]
[8]
[9]
[10]
[下一頁]
[>>]
[首頁]
[尾頁]
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