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Given 3 non-collinear points, which of the following statements are not true? There is only 1 plane that contains all 3 points. They will be contained in the same line. Any of the 3 points can be the intersection of 2 planes. Any 2 of the points defines a line entirely within the plane.

Whitney Matthews

in Mathematics

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Deborah Edwards on February 5, 2018

Noncollinear points are points that do not form a in a straight line. Three non-collinear points to create a plane for what they are always coplanar. Therefore, the statements that are not true:They will be listed on the same line. Any of the 3 points can be the intersection of 2 planes.


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