Coplanar
as a Defined Term in Geometry
A
Research Article Presented to the
In
Partial Fulfilment of the Requirements
Submitted
to:
Submitted
by:
COPLANAR
§ It
is a set of points if there is a plane which contains all points of the set. In
short, all points that lie on the same plane are co-planar points.
§ Any
three points that in a plane must be a co-planar.
§ The
difference between Collinear and the Co-planar is that Collinear is said to be
point if there is a line that contains all the points.
- Plane - It is a two-dimensional that has an infinite length and infinite width but no thickness
Points A and b are co-planar because they lie on the same plane.
Point B, C, D, and E are co-planar, whereas A, B, C, and D no co-planar.
