Crazy Maths

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Wednesday, December 11, 2019

Rotation Matrices


This post deals with the concept of rotation matrices which rotates a given vector by an angle. And in fact,this rotation matrix is nothing but e^i(theta) which we used to rotate a complex number. I will throw more light upon it in subsequent posts.
Posted by Abhishek Agrawal at 8:04 PM
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Abhishek Agrawal
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Blog Archive

  • ▼  2019 (20)
    • ▼  December (20)
      • Successive Differentiation(theory)
      • Tangents and Normals(theory)
      • Infinite series theory(part 1)
      • Expansion of Functions
      • Curvature(theory)
      • Asymptotes
      • Shifting of origin
      • Interesting Application of De Moivre's Theorem
      • Rotation Matrices
      • Rotation of Coordinate Axes
      • Graph theory
      • Rotation of a vector by an angle using complex num...
      • Cramer's rule for Quadratic equations(condition of...
      • LU Decomposition (Crout Decomposition)
      • Trigonometric formulas using Geometry
      • Tangent to a polar curve
      • Trigonometry using complex numbers
      • Projection Formulas
      • Solution of Triangles
      • Eigen Value and Eigen Vector
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