What are coplanar points?

Answer

Coplanar points are group of points that are contained in the same plane. Equally, lines are coplanar if the points, which define are coplanar. Generally, coplanarity is the same as saying that a pair of lines is determined by four points that are not skew.
Q&A Related to "What are coplanar points?"
It means that the points are not in the same plane.
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Let P1, P2 & P3 are 3 coplanar points. If any one of the directional cosines of. P1P2 and P2P3 with reference to a 3- dimensonal co-ordinatates system, are different then the
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A transversal is a line that intersects two or more
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A point is a geometrical feature that possesses a position but no other attributes such as height or width. Points are the foundations of spatial mathematics.
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1 Additional Answer
A coplanar point is a term that is used in mathematics to refer to points that lie on a common plane. Points that are deemed to be coplanar can be determined by the scalar product of a vector that is normal to the plane and a vector from any point on the plane to the point being tested is 0.
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Noncoplanar points refer to points that are not on the same plane. Points can be shown to be coplanar by determining that the scalar results of a vector. On any ...
A set of points or lines that lie within the same plane is referred to as being coplanar. These aspects of math are often used in the course of geometry. ...
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