Coplanarity of points

Proving coplanarity of four points

Coplanar points are the points that are in the same plane.Thus,Can 150 points be coplanar? Can 3 points be non-coplanar?

Coplanar points are the points that are in the same plane. Thus, Can 150 points be coplanar? Can 3 points be non-coplanar?

The number of planes that are equidistant from four non-coplanar points is

The number of planes that are equidistant from four non-coplanar points is

The number of planes that are equidistant from four non-coplanar points is

The coplanar points (3,2,1 ), (5,6,5),(2,1,2 )(0,-3,-2 ) from a

The coplanar points (1,2,4 ),(-2,2,1 ), (2,4,-3 ) ,(5,4,0) form

The number of planes that are equidistant from four non-coplanar points is a.3 b.4 c.7 d.9

The number of planes that are equidistant from four non-coplanar points is a. 3 b. 4 c. 7 d. 9