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To calculate the volume of a tetrahedron we start by calculating the volume of a prism.
Volume of the tetrahedron, tetrahedron, Volume of a triangular pyramid, volume, prism, The volume of a pyramid, geometry, mathematics
The theorem formulated by Leonhard Euler describes one of the basic properties of convex polyhedra.
This 3D scene explains the correlation between the ratio of similarity and the ratio of volume of geometric solids.
A regular square pyramid is a right pyramid with a square base and four triangular faces.
Calculating the volume of a sphere is possible using an appropriate cylinder and cone.
The sum of the volume of the ´tetrahedrons´ gives an approximation of the volume of the sphere.
This animation demonstrates the five regular three-dimensional (or Platonic) solids, the best known of which is the cube.
This special concave polyhedron was named after a Hungarian mathematician.
This animation demonstrates various groups of solids through examples.
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