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harish-chandra-rajpoot documents
Education
Mathematical Analysis of Tetrahedron (dihedral angles between the consecutive faces & solid angle subtended by tetrahedron at a vertex)
Education
Mathematical Analysis of Spherical Triangle (Spherical Trigonometry by H.C. Rajpoot)
Education
HCR's Infinite or Convergence Series (Calculations of Volume, Surface Area of Oblique Frustum, Perimeter, Major & Minor Axes & Eccentricity of Elliptical-section of a Right Circular
Education
Optimum Solution of Snub Cube (an Archimedean solid) by using "HCR's Theory of Polygon" & "Newton-Raphson Method"
Education
Mathematical analysis of small rhombicosidodecahedron (Archimedean solid) by hcr
Education
Solid angles subtended by the platonic solids (regular polyhedrons) at their vertices by hcr
Education
Mathematical analysis of uniform polyhedron (trapezohedron) with 2n congruent right kite faces, 4n edges & 2n+2 vertices lying on a spherical surface (Generalized Formula by Applying
Education
Application of HCR's Rank Formula on color property of articles
Education
HCR's Formula for Regular n-Polyhedrons (Mathematical analysis of regular n-polyhedrons)
Education
Mathematical analysis of truncated tetrahedron (Application of HCR's Theory of Polygon)
Education
Hcr's Theory of Polygon (Proposed by Mr Harish Chandra Rajpoot)
Education
HCR's Rank Formula-2 applied to calculate rank of linear permutations of non-algebraic articles
Education
Table of the important parameters of a snub dodecahedron (an Archimedean solid) by HCR
Education
Numerical problems based on HCR's Rank Formula in Linear Algebra
Education
HCR's Rank formula 2 (to calculate rank of any linear permutation when the repetition of articles is allowed)
Education
Analysis of all five platonic solids using HCR's formula
Education
HCR's Rank Formula-2 (Revised & Updated on 06/12/2014)
Education
HCR's Series (Expansion of factorial of any natural number)
Education
Solid angle subtended by an elliptical plane at any point lying on the vertical axis
Education
HCR's Hand Book (Formula of Advanced Geometry by H. C. Rajpoot)
Education
Derivations of inscribed & circumscribed radii for three externally touching circles (Geometry of Circle)
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