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Description: ...and C, what must be true? A. AB is perpendicular to BC B. A,B, and C are noncollinear C. A, ...

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if more than one plane contains three points A, B,... - December 13th, 2007
...and C, what must be true? A. AB is perpendicular to BC
B. A,B, and C are noncollinear
C. A, B, and C are collinear
D. AB=BC

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December 13th, 2007
The answer is (C). The intersection of two planes is a straight line, so if all three points are in both planes, then they all must be on the line formed by the intersection of the two planes.

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I'm good at maths...just give me a little more time to work it out!

Ashley

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December 13th, 2007
C they are collinear.

Sharing a line is the only way that the same 3 points could be in multiple planes.

The planes would all intersect at that line.

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