This template uses Lua: |
((Infobox polyhedron
| name = <!--name of considered shape-->
| image = <!--only image file name-->
| caption = <!--image caption-->
| type = <!--general type of considered shape-->
| euler = <!--Euler characteristic-->
| faces = <!--face count and type(s)-->
| edges = <!--edge count (and type(s))-->
| vertices = <!--vertex count (and type(s))-->
| vertex_config = <!--list(s) of faces around a vertex-->
| schläfli = <!--Schläfli symbol-->
| wythoff = <!--Wythoff symbol-->
| conway = <!--Conway polyhedron notation-->
| coxeter = <!--Coxeter-Dynkin diagram-->
| symmetry = <!--symmetry group-->
| rotation_group = <!--rotation group-->
| surface_area = <!--some simple formula(e)-->
| volume = <!--some simple formula(e)-->
| angle = <!--dihedral angle(s)--some simple formula(e)-->
| dual = <!--dual polyhedron of considered shape-->
| properties = <!--property(ies) of considered shape-->
| vertex_figure = <!--only image file name-->
| net = <!--only image file name-->
| net_alt = <!--alternative net--only image file name-->
| net_caption = <!--net and net_alt caption-->
))
Set of pyramidal right n-gonal frustums | |
---|---|
Faces | n isosceles trapezoids, 2 regular n-gons |
Edges | 3n |
Vertices | 2n |
Symmetry group | Cnv, [1,n], (*nn) |
Dual polyhedron | convex asymmetric right n-gonal bipyramid |
Properties | convex |
Net | |
Examples: nets of right trigonal and pentagonal frustums (n = 3 and n = 5) |
The code below results in the infobox on the right:
((Infobox polyhedron
| name = Set of pyramidal right ((mvar|n))-gonal frustums
| image = [[Image:Usech kvadrat piramid.png|110px]][[File:Pentagonal frustum.svg|110px]]
| caption = Examples: right square and pentagonal frustums (((math|1=''n'' = 4)) and ((math|1=''n'' = 5)))
| type =
| faces = ((mvar|n)) isosceles [[trapezoid]]s, ((math|2)) [[Regular polygon|regular ((mvar|n))-gons]]
| edges = ((math|3''n''))
| vertices = ((math|2''n''))
| wythoff =
| symmetry = [[Symmetry group#Three dimensions|((math|C<sub>''n''v</sub>, [1,''n''], (*''nn'')))]]
| dual = convex [[Bipyramid#Asymmetric/inverted right bipyramids|asymmetric right ((mvar|n))-gonal bipyramid]]
| properties = [[Convex set|convex]]
| net = Net of right trigonal frustum.png
| net_alt = Net of right pentagonal frustum.png
| net_caption = Examples: nets of right trigonal and pentagonal frustums (((math|1=''n'' = 3)) and ((math|1=''n'' = 5))))
))
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