Hexagonal prism (EntityTopic, 16)

From Hi.gher. Space

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*The [[hypervolume]]s of a hexagonal prism with side length ''l'' are given by:
*The [[hypervolume]]s of a hexagonal prism with side length ''l'' are given by:
<blockquote>total edge length = 18''l''<br>
<blockquote>total edge length = 18''l''<br>
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surface area = ''l''<sup>2</sup> &middot; 3(2 + √3)<br>
+
surface area = 3(2 + √3) {{DotHV}}<br>
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volume = ''l''<sup>3</sup> &middot; <sup>3√3</sup>∕<sub>2</sub></blockquote>
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volume = {{Over|3√3|2}} {{DotHV|3}}</blockquote>
{{Polyhedra}}
{{Polyhedra}}

Revision as of 08:16, 11 February 2014


Equations

  • The hypervolumes of a hexagonal prism with side length l are given by:
total edge length = 18l
surface area = 3(2 + √3) · l2
volume = 3√32 · l3


Notable Trishapes
Regular: tetrahedroncubeoctahedrondodecahedronicosahedron
Direct truncates: tetrahedral truncatecubic truncateoctahedral truncatedodecahedral truncateicosahedral truncate
Mesotruncates: stauromesohedronstauroperihedronstauropantohedronrhodomesohedronrhodoperihedronrhodopantohedron
Snubs: snub staurohedronsnub rhodohedron
Curved: spheretoruscylinderconefrustumcrind