Maths-
General
Easy
Question
Bloom’s category: Application
Level: Medium
Name three points that are coplanar but not collinear.
Hint:
using definition and conditions of coplanarity and non-collineariarity Find three points that are coplanar but not collinear .
The correct answer is: points A,B and C are coplanar but not collinear
ANS :- points A,B and C are coplanar but not collinear
To be coplanar they should in the same plane and To be noncollinear they should not lie on the same line.
Let us consider Points A,B and C
They are coplanar because any three points lie in the same plane .They are not collinear as they does not lie on the same plane
Therefore, points A,B and C are coplanar but not collinear.
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