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A Tetradecagon is a 14-sided [[Polygon|polygon]]
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A '''Tetradecagon''' is a 14-sided [[polygon]] with 14 angles.
 
[[File:14-gon_37390_lg.gif|250 px|right]]
 
[[File:14-gon_37390_lg.gif|250 px|right]]
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==Petrie polygons==
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[[Regular skew polygon|Regular skew]] tetradecagons exist as [[Petrie polygon]] for many higher-dimensional polytopes, shown in these skew [[orthogonal projection]]s, including:
   
   
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{| class=wikitable width=450
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|- align=center valign=center
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!valign=center|A<sub>13</sub>
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|[[File:13-simplex_t0.svg|100px]]<br>[[13-simplex]]
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|- align=center valign=center
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!valign=center|BC<sub>7</sub>
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|[[File:7-cube_t6.svg|100px]]<br>[[7-orthoplex]]
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|[[File:7-cube_t5.svg|100px]]<br>[[Rectified 7-orthoplex]]
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|[[File:7-cube_t4.svg|100px]]<br>[[Birectified 7-orthoplex]]
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|[[File:7-cube_t3.svg|100px]]<br>[[Trirectified 7-cube]]
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|[[File:7-cube_t2.svg|100px]]<br>[[Birectified 7-cube]]
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|[[File:7-cube_t1.svg|100px]]<br>[[Rectified 7-cube]]
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|[[File:7-cube_t0.svg|100px]]<br>[[7-cube]]
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|- align=center valign=top 
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!valign=center|BC<sub>7</sub>
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|[[File:4 21 t0 B7.svg|100px]]<br>[[4 21 polytope|(4<sub>21</sub>)]]
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|[[File:4 21 t1 B7.svg|100px]]<br>[[4 21 polytope|t<sub>1</sub>(4<sub>21</sub>)]]
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|[[File:4 21 t2 B7.svg|100px]]<br>[[4 21 polytope|t<sub>2</sub>(4<sub>21</sub>)]]
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|[[File:4 21 t3 B7.svg|100px]]<br>[[4 21 polytope|t<sub>3</sub>(4<sub>21</sub>)]]
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<!--|[[File:4 21 t4 B7.svg|100px]]<br>[[4 21 polytope|t<sub>4</sub>(4<sub>21</sub>)]]-->
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|[[File:2 41 t0 B7.svg|100px]]<br>[[2 41 polytope|(2<sub>41</sub>)]]
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|[[File:2 41 t1 B7.svg|100px]]<br>[[2 41 polytope|t<sub>1</sub>(2<sub>41</sub>)]]
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|[[File:1 42 t0 B7.svg|100px]]<br>[[1 42 polytope|(1<sub>42</sub>)]]
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|- align=center valign=center
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!valign=center|D<sub>8</sub>
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|[[File:8-cube_t7_B7.svg|100px]]<br>[[8-orthoplex|t<sub>6</sub>(1<sub>51</sub>)]]
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|[[File:8-cube_t6_B7.svg|100px]]<br>[[Rectified 8-orthoplex|t<sub>5</sub>(1<sub>51</sub>)]]
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|[[File:8-cube_t5_B7.svg|100px]]<br>[[Birectified 8-orthoplex|t<sub>4</sub>(1<sub>51</sub>)]]
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|[[File:8-cube_t4_B7.svg|100px]]<br>[[Trirectified 8-orthoplex|t<sub>3</sub>(1<sub>51</sub>)]]
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|[[File:8-cube_t3_B7.svg|100px]]<br>[[Trirectified 8-cube|t<sub>2</sub>(1<sub>51</sub>)]]
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|[[File:8-demicube_t1_D8.svg|100px]]<br>[[Birectified 8-cube|t<sub>1</sub>(1<sub>51</sub>)]]
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|[[File:8-demicube_t0_D8.svg|100px]]<br>[[8-demicube|(1<sub>51</sub>)]]
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|}
   
   
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{{Polygons}}
 
 
{{stub}}
 
{{stub}}
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[[Category:Geometry]]
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[[Category:Polygons]]

Latest revision as of 17:03, 12 December 2017

A Tetradecagon is a 14-sided polygon with 14 angles.

14-gon 37390 lg

Petrie polygons

Regular skew tetradecagons exist as Petrie polygon for many higher-dimensional polytopes, shown in these skew orthogonal projections, including:


A13 13-simplex t0
13-simplex
BC7 7-cube t6
7-orthoplex
7-cube t5
Rectified 7-orthoplex
7-cube t4
Birectified 7-orthoplex
7-cube t3
Trirectified 7-cube
7-cube t2
Birectified 7-cube
7-cube t1
Rectified 7-cube
7-cube t0
7-cube
BC7 4 21 t0 B7
(421)
4 21 t1 B7
t1(421)
4 21 t2 B7
t2(421)
4 21 t3 B7
t3(421)
2 41 t0 B7
(241)
2 41 t1 B7
t1(241)
1 42 t0 B7
(142)
D8 8-cube t7 B7
t6(151)
8-cube t6 B7
t5(151)
8-cube t5 B7
t4(151)
8-cube t4 B7
t3(151)
8-cube t3 B7
t2(151)
8-demicube t1 D8
t1(151)
8-demicube t0 D8
(151)