మూస:Infobox polygon/doc
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This is a documentation subpage for మూస:Infobox polygon. It may contain usage information, categories and other content that is not part of the original మూస page. |
Square | |
---|---|
అంచులు, శీర్షములు | 4 |
షలాఫ్లి గుర్తు | {4} |
కాక్సెటర్ చిత్రం | |
సౌష్టవ వర్గం | Dih4 [4], *44 |
భ్రమణ వర్గం | C4, [4]+, 44 |
వైశాల్యం | t2 |
అంతర కోణం (డిగ్రీలలో) | 90° |
ధర్మాలు | convex |
Usage
[మార్చు]{{Infobox polygon | name = | image = | caption = | type = general type of this shape | euler = | edges = | schläfli = for regular polygon | wythoff = for regular polygon | coxeter = for regular polygon | symmetry = | area = some simple formula(e) | angle = an internal angle in case of regular polygon | dual = dual polygon of this shape | properties = }}
Example
[మార్చు]{{Infobox polygon
| name = Square
| image = Square (geometry).svg
| caption = Caption for squares
| edges = 4
| schläfli = {4}
| coxeter = {{CDD|node_1|4|node}}
| symmetry = [[Dihedral group|Dih<sub>4</sub>]] [4], *44
| rotsymmetry = [[Cyclic group|C<sub>4</sub>]], [4]<sup>+</sup>, 44
| area = t<sup>2</sup>
| angle = 90°
| properties = [[Convex polygon|convex]]
| circumference = π r • 2 (where ''r'' = radius) or π d (where ''d'' = diameter)
}}
See also
[మార్చు]Polyhedron templates:
- {{Polyhedra}}
Tables:
- {{Cupolae}}
- {{Polyhedron operators}}
- {{Reg hyperbolic tiling stat table}}
- {{Reg tiling stat table}}
- {{Uniform hyperbolic tiling stat table}}
- {{Uniform tiling full table}}
- {{Uniform tiling list table}}
- {{Uniform tiling stat table}}
Database:
- {{Even star polygon db}}
- {{Even polygon db}}
- {{Odd polygon db}}
- {{Odd star polygon db}}
{{Polyhedra DB}}{{Polyhedra snub DB}}- {{Prism polyhedra db}}
- {{Reg polyhedra db}}
- {{Semireg dual polyhedra db}}
- {{Semireg polyhedra db}}
- {{Star figure db}}
- {{Uniform hyperbolic tiles db}}
- {{Uniform polyhedra db}}
- {{Uniform tiles db}}
Info- and navboxes:
- {{Honeycombs}}
- {{Infobox polygon}}
- {{Infobox polyhedron}}
- {{Polyhedron types}}
- {{Tessellation}}
Other:
- {{Coxeter–Dynkin diagram}}
- {{Honeycomb}}