Cardblocks Platonic Solids
Plato was not only an outstanding philosopher, but also a mathematician. Above the entrance to his Academy, he placed the inscription:
"Let no one who does not know geometry enter here."
He believed that matter is made of perfect entities, which are geometric figures. The simplest of them is a triangle, which is an element of other polyhedra.
Equilateral triangles can form ideal solids: a tetrahedron, an octahedron, an icosahedron, and a cube from two triangles folded into a square. The combination of all elements is the dodecahedron, which is formed from regular pentagons.
All Platonic solids are a closed set of polyhedra.
Cardblocks Platonic Solids
Plato was not only an outstanding philosopher, but also a mathematician. Above the entrance to his Academy, he placed the inscription:
"Let no one who does not know geometry enter here."
He believed that matter is made of perfect entities, which are geometric figures. The simplest of them is a triangle, which is an element of other polyhedra.
Equilateral triangles can form ideal solids: a tetrahedron, an octahedron, an icosahedron, and a cube from two triangles folded into a square. The combination of all elements is the dodecahedron, which is formed from regular pentagons.
All Platonic solids are a closed set of polyhedra.
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Plato was not only an outstanding philosopher, but also a mathematician. Above the entrance to his Academy, he placed the inscription:
"Let no one who does not know geometry enter here."
He believed that matter is made of perfect entities, which are geometric figures. The simplest of them is a triangle, which is an element of other polyhedra.
Equilateral triangles can form ideal solids: a tetrahedron, an octahedron, an icosahedron, and a cube from two triangles folded into a square. The combination of all elements is the dodecahedron, which is formed from regular pentagons.
All Platonic solids are a closed set of polyhedra.
