都是先拿胜,凑5法.

来源: jinjing 2012-02-14 12:01:20 [] [旧帖] [给我悄悄话] 本文已被阅读: 0 次 (106 bytes)
回答: 四年级的数学游戏projectcalligraphy2012-02-13 19:56:35

1)取2,必得到7,12,17,22,27

2)取1,6,16,21,26.

3)4)取1,最后6子,对方先取,先者可控奇,偶.

所有跟帖: 

don't understand your 3/4, normally people do working backwords, -calligraphy- 给 calligraphy 发送悄悄话 (125 bytes) () 02/14/2012 postreply 12:24:58

Pease see my proof.....If we changed Q,1to m 27 to n,...can get -jinjing- 给 jinjing 发送悄悄话 (238 bytes) () 02/14/2012 postreply 19:37:21

Correction: s even,S odd. -jinjing- 给 jinjing 发送悄悄话 (0 bytes) () 02/14/2012 postreply 21:04:44

in both cases, the first taker can win. see his last slide. -calligraphy- 给 calligraphy 发送悄悄话 (0 bytes) () 02/15/2012 postreply 06:51:31

Not right . -jinjing- 给 jinjing 发送悄悄话 (0 bytes) () 02/27/2012 postreply 06:26:25

第3题,先拿赢 -花心鬼- 给 花心鬼 发送悄悄话 (648 bytes) () 02/15/2012 postreply 11:57:02

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. -calligraphy- 给 calligraphy 发送悄悄话 (0 bytes) () 02/15/2012 postreply 14:16:13

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