2020Journal of Mathematical Sciences & Computational MathematicsOpen access

GEOMETRY OF THE TETRAHEDRON AND COMPUTATION OF THE FACE ANGLES OF A TETRAHEDRON WITH THE HELP OF CLANGUAGE

Abhishek Banerjee, Ritwik Pal, Santanu Das

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Abstract

In this paper we have tried to study the geometry of tetrahedron as a member of polyhedron family and hence calculate the face angles on each face of a tetrahedron with help of “C” Programming. We will also be looking into the applications of tetrahedron structure in chemistry in the structure of various molecules, in aviation it is used as a Wind Sock which serves as a reference to pilots indicating the direction of the wind as well as Geology where the “Tetrahedral Hypothesis” was used to explain the formation of earth.

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What this paper is about

In this paper we have tried to study the geometry of tetrahedron as a member of polyhedron family and hence calculate the face angles on each face of a tetrahedron with help of “C” Programming. We will also be looking into the applications of tetrahedron structure in chemistry in the structure of various molecules, in aviation it is used as a Wind Sock which serves as a reference to pilots indicating the direction of the wind as well as Geology where the “Tetrahedral Hypothesis” was used to explain the formation of earth.

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Available abstract

In this paper we have tried to study the geometry of tetrahedron as a member of polyhedron family and hence calculate the face angles on each face of a tetrahedron with help of “C” Programming. We will also be looking into the applications of tetrahedron structure in chemistry in the structure of various molecules, in aviation it is used as a Wind Sock which serves as a reference to pilots indicating the direction of the wind as well as Geology where the “Tetrahedral Hypothesis” was used to explain the formation of earth.

Key concepts: Tetrahedron, Polyhedron, Face (sociological concept), Geometry, Computation, Computer science, Mathematics, Algorithm

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