Plane (geometry): Difference between revisions
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A '''plane''' is a [[surface]] such that any straight [[line]] linking any two [[point]]s on the surface is part of the surface. | A '''plane''' is a [[surface]] such that any straight [[line]] linking any two [[point]]s on the surface is part of the surface. | ||
A plane is made up of an [[infinite]] number of straight lines. At its simplest, a plane can be defined by a [[triangle]] whose [[vertex (geometry)|vertices]] cannot be [[collinear]]. | A plane is made up of an [[infinite]] number of straight lines. At its simplest, a plane can be defined by a [[triangle]] whose [[vertex (geometry)|vertices]] cannot be [[collinear]]. | ||
Revision as of 08:15, 13 November 2007
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A plane is a surface such that any straight line linking any two points on the surface is part of the surface. A plane is made up of an infinite number of straight lines. At its simplest, a plane can be defined by a triangle whose vertices cannot be collinear.