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[几何] 立体几何一题

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realnumber Post time 2015-1-26 10:25 |Read mode
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 Author| realnumber Post time 2015-1-26 10:28
本帖最后由 realnumber 于 2015-1-26 10:35 编辑 1.$2\sqrt{2}$
2.设BC中点M,AD中点N,
那么有O到AD距离小于等于$\abs{OM}+\abs{MN}$
可得取等时,最大,此时BN在面α上射影长度为$2\sqrt{3}\cos{(∠NBC-45\du)}=2+\sqrt{2}$,AD射影长度为4,所以面积为$4+2\sqrt{2}$

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