   
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50#
發表於 2007-11-24 04:22 PM
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有頭緒,不過太複雜公仔箱論壇' Y- O* A) }: h( G. ~2 k2 k
設共有X頭牛,5.39.217.77:88983 y1 k6 X/ _% U" V' ?6 b8 O
四個人共得X頭牛,就有以下等式:
& q( H+ T0 }" i u0 v. j; V公仔箱論壇tvb now,tvbnow,bttvb0 \1 b* b7 I! P, W' x' f, E! ]
x/2+0.5+(1-(x/2+0.5))/2+0.5+(1-(1-(x/2+0.5))/2+0.5)/2+0.5+(1-(1-(1-(x/2+0.5))/2+0.5))/2+0.5=x
+ Z/ g& h H; m' ?+ P9 P! j5.39.217.77:8898由於太複雜,暫我時間去計,哈哈 |
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