1楼ji23
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发表于 2007-8-4 00:23
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引用:原帖由 老封 于 2007-5-16 14:09 发表 
Let $ABC$ be a triangle, with incenter $I$. Its incircle touching the sides $BC, CA, AB$ at $D, E, F$, respectively. Line $EF$ intersects lines $BI$ and $CI$ at $Q$ and $P$, respectively. Lines $BP$ and $CQ$ meet at $X$. Then $XI$ is perpendicular to $BC$. 
这题的 解法,加上如下命题:

可证..
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