Linked from

The 18 pages that link to Plane (geometry), each with the reason it gives.

• Euclidean geometryNarrower topic: Euclidean geometry’s familiar figures lie in a plane with no curvature.

• Conic sectionNarrower topic: The plane’s orientation relative to the cone determines the resulting curve.

• AreaNarrower topic: Area is one of the central measurements assigned to plane figures.

• Spherical geometryCompared with: It supplies familiar distance and angle rules that curvature changes on a sphere.

• PolygonNarrower topic: Polygons lie in a plane rather than in three-dimensional space.

• Great circleRelated: A plane through the sphere’s center cuts out a great circle.

• Parallel linesRelated: The definition requires both lines to lie in the same plane.

• Line (geometry)Narrower topic: A Euclidean line can lie within a plane.

• Dihedral angleNarrower topic: Each side of a dihedral angle is a plane.

• Descriptive geometryRelated: Projection planes provide the surfaces on which spatial geometry is represented.

• Point (geometry)Related: Three noncollinear points determine a unique plane in Euclidean geometry.

• Strike and dipNarrower topic: Strike and dip describe the orientation of a geological plane.

• Cavalieri's principleRelated: Parallel planes define the levels at which solid cross-sections are compared.

• Cross-sectional areaNarrower topic: A cross section lies in a plane through the object.

• Skew linesRelated: Skew lines occupy different planes, unlike coplanar line pairs.

• CoplanarityNarrower topic: Coplanarity asks whether several objects fit within one such surface.

• Solid geometryCompared with: It restricts geometric questions to two dimensions rather than space.

• Two-dimensional spaceBroader topic: It is the standard flat example of a two-dimensional space.