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页次:1/1 每页50条记录, 本页显示140, 共40  分页:  [1]
    #跟帖#  回复:求助:这些数字排列有何规律? [脑筋急转] - calligraphy(135 bytes ) 2012-12-29
    #跟帖#  是否可以这样想? [脑筋急转] - calligraphy(198 bytes ) 2012-12-29
    #跟帖#  回复:恰恰相反,离散的才有这144组解.(12*60/5=144) [脑筋急转] - calligraphy(512 bytes ) 2012-11-27
    #跟帖#  回复:说一个具体例子吧 [脑筋急转] - calligraphy(504 bytes ) 2012-11-27
    #跟帖#  回复:解一题,补过. [脑筋急转] - calligraphy(293 bytes ) 2012-11-27
    我也跟不上。只能再敲一边。 [脑筋急转] - calligraphy(1106 bytes ) 2012-11-19
    #跟帖#  回复:define "ambiguous" [脑筋急转] - calligraphy(69 bytes ) 2012-11-19
    我加工了一下的时钟问题 [脑筋急转] - calligraphy(666 bytes ) 2012-11-19
    #跟帖#  回复:两道国内初一数学题,进来玩玩吧 [脑筋急转] - calligraphy(106 bytes ) 2012-11-19
    #跟帖#  99%的工程师们都不会算错。 [脑筋急转] - calligraphy(0 bytes ) 2012-11-08
    #跟帖#  第一个的试解: [脑筋急转] - calligraphy(283 bytes ) 2012-10-20
    #跟帖#  Try 6/25 again. I guess they forgot 5 in the list initially. A v [脑筋急转] - calligraphy(0 bytes ) 2012-09-27
    #跟帖#  HA, I guess you answered 6/25 and was told wrong. [脑筋急转] - calligraphy(0 bytes ) 2012-09-26
    #跟帖#  说的有道理。 [脑筋急转] - calligraphy(0 bytes ) 2012-09-12
    #跟帖#  谢谢解答! [脑筋急转] - calligraphy(0 bytes ) 2012-09-12
    #跟帖#  估计要用抽屉原理,我得使劲想想。过两天。 [脑筋急转] - calligraphy(0 bytes ) 2012-09-12
    #跟帖#  看看,有窍门吧!从假设x^3+x^2-2008x-232=(x-a)(x-b)(x-c)存在开始。 [脑筋急转] - calligraphy(227 bytes ) 2012-09-12
    #跟帖#  回复:求一道中学数学竞赛题 [脑筋急转] - calligraphy(512 bytes ) 2012-09-12
    #跟帖#  回复:一道MATHCOUNTS习题 [脑筋急转] - calligraphy(614 bytes ) 2012-09-11
    一道MATHCOUNTS习题 [脑筋急转] - calligraphy(132 bytes ) 2012-09-11
    #跟帖#  试着用二项式定理理解一下。 [脑筋急转] - calligraphy(0 bytes ) 2012-04-24
    #跟帖#  after the first one 7, you add 22 (88/4) and can get other three [脑筋急转] - calligraphy(0 bytes ) 2012-04-24
    #跟帖#  这些不是常规的高中数学吧? [脑筋急转] - calligraphy(0 bytes ) 2012-04-23
    #跟帖#  try to solve the 1st one [脑筋急转] - calligraphy(324 bytes ) 2012-04-23
    #跟帖#  这是解线性同余。 [脑筋急转] - calligraphy(515 bytes ) 2012-04-23
    #跟帖#  解答(六)- 原来的图怎么丢了? [脑筋急转] - calligraphy(82 bytes ) 2012-02-20
    #跟帖#  谢谢思妹。He's a regular joe. [脑筋急转] - calligraphy(197 bytes ) 2012-02-20
    #跟帖#  很好,换种说法会更准确“如果对手拿奇数(1,3),拿适当数目,换坑!”hard for kids. [脑筋急转] - calligraphy(0 bytes ) 2012-02-15
    #跟帖#  in both cases, the first taker can win. see his last slide. [脑筋急转] - calligraphy(0 bytes ) 2012-02-15
    #跟帖#  don't understand your 3/4, normally people do working backwords, [脑筋急转] - calligraphy(125 bytes ) 2012-02-14
    #跟帖#  解答(七) [脑筋急转] - calligraphy(55 bytes ) 2012-02-13
    #跟帖#  解答(六) [脑筋急转] - calligraphy(54 bytes ) 2012-02-13
    #跟帖#  回复:解答(四) [脑筋急转] - calligraphy(55 bytes ) 2012-02-13
    #跟帖#  解答(四) [脑筋急转] - calligraphy(55 bytes ) 2012-02-13
    #跟帖#  解答(三) [脑筋急转] - calligraphy(82 bytes ) 2012-02-13
    #跟帖#  解答(二) [脑筋急转] - calligraphy(54 bytes ) 2012-02-13
    #跟帖#  解答(一) [脑筋急转] - calligraphy(55 bytes ) 2012-02-13
    #跟帖#  题目 [脑筋急转] - calligraphy(55 bytes ) 2012-02-13
    #跟帖#  回复:四年级的数学游戏project [脑筋急转] - calligraphy(54 bytes ) 2012-02-13
    四年级的数学游戏project [脑筋急转] - calligraphy(290 bytes ) 2012-02-13
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