Nonagon
Author
Eric W. Weisstein
Title
Nonagon
Description
The nonagon, also known as an enneagon, is a 9-sided polygon. Although the term "enneagon" is perhaps preferable (since it uses the Greek prefix and suffix instead of the mixed Roman/Greek nonagon), the term "nonagon," which is simpler to spell and pronounce, is used in this work. Several special types of nonagons are illustrated above. In particular, a nonagon with vertices equally spaced around a circle and with all sides the same length is a regular polygon known as a regular nonagon.
Category
Educational Materials
Keywords
URL
http://www.notebookarchive.org/2019-07-0z5jigl/
DOI
https://notebookarchive.org/2019-07-0z5jigl
Date Added
2019-07-02
Date Last Modified
2019-07-02
File Size
59.61 kilobytes
Supplements
Rights
Redistribution rights reserved
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Nonagon
Nonagon
Author
Author
Eric W. Weisstein
July 3, 2018
July 3, 2018
©2018 Wolfram Research, Inc. except for portions noted otherwise
Examples
Examples
In[]:=
laminae=Select[EntityList[EntityClass["Lamina","Polygon"]],#["VertexCount"]9&]
Out[]=
,
regular nonagon
Mitsubishi symbol-like lamina
In[]:=
Show[#,PlotLabel#2]&@@@EntityValue[laminae,{"Graphics","Name"}]
Out[]=
,
Figure
Figure
In[]:=
polys=Polygon
["Vertices"][1]->"regular nonagon",Polygon
["Vertices"][1]->"Mitsubishi logo-like edges";
regular nonagon | LAMINA |
Mitsubishi symbol-like lamina | LAMINA |
In[]:=
GraphicsGrid[Partition[Graphics[{EdgeForm[Black],FaceForm[None],#},PlotLabel->Style[TextCell[#2,PageWidth100,TextAlignmentCenter],Directive[Italic,FontFamily"Times"]]]&@@@polys,UpTo[3]],Spacings50,ImageSize500]
Out[]=
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Cite this as: Eric W. Weisstein, "Nonagon" from the Notebook Archive (2018), https://notebookarchive.org/2019-07-0z5jigl
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