Asked by Shadow
Determine whether the following statements are always,sometime, or never true.Explain
1.Three points determine a plane.
2.The intersection of two planes can be a point.
1.Never true, the three points must be noncollinear.
2.Never true, the intersection of two planes is a line.
(Are these answers right?) Thanks
1.Three points determine a plane.
2.The intersection of two planes can be a point.
1.Never true, the three points must be noncollinear.
2.Never true, the intersection of two planes is a line.
(Are these answers right?) Thanks
Answers
Answered by
Reiny
1. 3 points do determine a plane, unless the 3 points are collinear, so "sometime"
2. they form a line, unless they are parallel, but never in a point
2. they form a line, unless they are parallel, but never in a point
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