This is a presentation of the Google Site https://sites.google.com/site/ancientdodecahedra/ A dodecahedron is a Platonic solid, a regular polyhedron with twelve pentagonal faces. Five solids meet those criteria, and each is named after its number of faces. They are Platonic, because was the Greek philosopher Plato who theorized in his Timaeus, that the classical elements, Earth, Water, Wind and Fire, were made of these regular solids. Ancient and modern objects have the dodecahedral shape; a list of them (on the left) is here collected
In Slovenian elementary schools the curriculum addresses only the simplest polyhedra, such as prisms...
Title: Platonic and Archimedean solids and their properties in teaching of mathematics at secondary ...
Title: Platonic and Archimedean solids and their properties in teaching of mathematics at secondary ...
Throughout history the regular solids were a point of intrigue by astronomers, mathematicians, artis...
A regular tetrahedron and a regular octahedron are two of the five known Platonic Solids. These five...
A polygon is a simple, closed, planar figure with sides formed by joining line segments, where each ...
All Platonic solids can be found in and around the cube. Take every second vertex of the cube and yo...
A regular tetrahedron and a regular octahedron are two of the five known Platonic Solids. These five...
Apolyhedron is a 3-D shape whose boundaries or faces are planar polygons. Two faces meet along an e...
summary:In the article, we shall determine the volume of a regular dodecahedron—one of the Platonic ...
noneThere are only five convex polyhedra with identical regular convex faces, as proved in Euclid's ...
A polygon is a simple, closed, planar figure with sides formed by joining line segments, where each ...
A polygon is a simple, closed, planar figure with sides formed by joining line segments, where each ...
The scope of this catalogue is more-or-less confined to the most symmetrical polyhedra exemplified b...
The scope of this catalogue is more-or-less confined to the most symmetrical polyhedra exemplified b...
In Slovenian elementary schools the curriculum addresses only the simplest polyhedra, such as prisms...
Title: Platonic and Archimedean solids and their properties in teaching of mathematics at secondary ...
Title: Platonic and Archimedean solids and their properties in teaching of mathematics at secondary ...
Throughout history the regular solids were a point of intrigue by astronomers, mathematicians, artis...
A regular tetrahedron and a regular octahedron are two of the five known Platonic Solids. These five...
A polygon is a simple, closed, planar figure with sides formed by joining line segments, where each ...
All Platonic solids can be found in and around the cube. Take every second vertex of the cube and yo...
A regular tetrahedron and a regular octahedron are two of the five known Platonic Solids. These five...
Apolyhedron is a 3-D shape whose boundaries or faces are planar polygons. Two faces meet along an e...
summary:In the article, we shall determine the volume of a regular dodecahedron—one of the Platonic ...
noneThere are only five convex polyhedra with identical regular convex faces, as proved in Euclid's ...
A polygon is a simple, closed, planar figure with sides formed by joining line segments, where each ...
A polygon is a simple, closed, planar figure with sides formed by joining line segments, where each ...
The scope of this catalogue is more-or-less confined to the most symmetrical polyhedra exemplified b...
The scope of this catalogue is more-or-less confined to the most symmetrical polyhedra exemplified b...
In Slovenian elementary schools the curriculum addresses only the simplest polyhedra, such as prisms...
Title: Platonic and Archimedean solids and their properties in teaching of mathematics at secondary ...
Title: Platonic and Archimedean solids and their properties in teaching of mathematics at secondary ...