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[[File:Hexagon1.png|thumb|220x220px]] |
[[File:Hexagon1.png|thumb|220x220px]] |
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It will be the last polygon of the month in the calendar year, but not in the website year (which goes from 4/12/n to 4/12/n+1). |
It will be the last polygon of the month in the calendar year, but not in the website year (which goes from 4/12/n to 4/12/n+1). |
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== The regular hexagon as a polygon == |
== The regular hexagon as a polygon == |
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| − | A 2d polygon, it has many properties. |
+ | A 2d polygon, it has many properties. For example, it is self-dual. More is in the info box. |
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| + | {{Polygon_of_the_Month_Infobox|title1 = Regular Hexagon|image1 = Hexagon1.png|caption1 = The Regular Hexagon is above, which is equilateral & equalangular.|type = Regular Polygon|edges__vertices = 6|schälafi_symbol = [6] (Square Brackets are replacement for curly brackets)}} |
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[[Category:Polygons of the Month]] |
[[Category:Polygons of the Month]] |
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[[Category:Polotopes of the Month]] |
[[Category:Polotopes of the Month]] |
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Latest revision as of 03:10, 12 January 2019
Calendar of April 12th, day of creation in the 0th - 10th dimensions website.
The Regular Hexagon in the 0th - 10th dimensions Website
The Regular Hexagon is the December 2018 Polygon of the Month. The hexagon is to the right.
It will be the last polygon of the month in the calendar year, but not in the website year (which goes from 4/12/n to 4/12/n+1).
The regular hexagon as a polygon
A 2d polygon, it has many properties. For example, it is self-dual. More is in the info box.