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Answers for “为什么用来命名平面的三个点不能共线?”

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Three points must not lie on a straight line because if they are collinear, more than one flat surface can pass through them, meaning the plane is not unique. If the three points are non-collinear, exactly one plane contains them.

Conditions: The three points are distinct.; The points are being used to define or name a specific plane.