John Warner
12/31/2023 · Elementary School

В \( \triangle \mathrm{ABC} \angle \mathrm{C}=90^{\circ} \). Точка Д ве лежит в плоскости ABC , причем ДС \( \perp \mathrm{AC} \). Дожажите, что прямая AC перпевдикудярна к плоскости ДСВ. Постройте сечение тетразра гиоскостьо, проходящей через точки \( \mathrm{K}, \mathrm{M} \) и P .

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Для задачи 1: Прямая \( AC \) перпендикулярна плоскости \( DCV \). Для задачи 2: Сечение тетраэдра гиперплоскостью, проходящей через точки \( K \), \( M \) и \( P \), представляет собой треугольник или четырёхугольник, в зависимости от расположения этих точек относительно тетраэдра.

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