File:3 views of Platonic octahedron and 1 of its 4 regular hexagonal cross sections.svg

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Captions

Captions

Front,  profile and top views of a Platonic octahedron.  Its edges are the sides of three squares of different colors.  The horizontal equatorial section reproduces on a scale of √3 to 2 the regular hexagonal outline of the solid in the top view.

Summary

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Description
English:
Manual  work  at  school
Built  at  school  in  paper
or  bristol  board
Constructed  from  a  cube,
as  intersection  of  two  regular  tetrahedra

Image  of  this  page

Projected  onto  three  planes  pairwise  perpendicular,
a regular octahedron.   Its edges:  the sides of three
concentric  squares  of  same  size,   sharing  pairwise
opposite  vertices.   Two  triangular  faces  are  horizontal.
The midpoints of the six  slanted  edges  are  the  vertices
of  the  horizontal  equatorial  cross  section,   which  is  a
regular  hexagon  like  the  outline  of  the  octahedron
in  the  top  view.
Français :
Travail  manuel  scolaire
Construit  à  l’école  en
papier  ou  en  bristol
Construit  à  partir  d’un  cube,   en  intersection  de  deux  tétraèdres  réguliers

Image  de  cette  page

Projeté  sur  trois  plans  deux  à  deux  perpendiculaires,
un octaèdre régulier.   Ses arêtes :  les côtés de trois carrés
concentriques  de  même  taille,   partageant  deux  à  deux
des   sommets   opposés.    Deux   faces   triangulaires
sont horizontales.  Les milieux des six arêtes obliques
sont les sommets de la section équatoriale horizontale,
qui  est  un  hexagone  régulier  comme  le  contour
de  l’octaèdre  vu  de  dessus.
Date
Source Own work
Author Arthur Baelde
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Arthur Baelde, the copyright holder of this work, hereby publishes it under the following license:
w:en:Creative Commons
attribution share alike
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Attribution: Arthur Baelde
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Date/TimeThumbnailDimensionsUserComment
current10:48, 22 October 2023Thumbnail for version as of 10:48, 22 October 2023715 × 660 (5 KB)Arthur Baelde (talk | contribs)Uploaded own work with UploadWizard

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