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Derivation of symmetric matrix

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Derivation of symmetric matrix
  • 1 answers

Kislay Kumar 6 years, 5 months ago

Let a square matrix A,of order 2×2 or 3×3 as you wish. Then write their elements by your own. Find the transpose of matrix A ,if transpose of matrix A is equal to matrix Itself then A is a symmetric matrix. As theory also states that for any matrix to be symmetric, transpose of that matrix should be equal to the matrix itself. I will show you by drawing but i don't have such tools in phone keypad .?but you will understand . Follow my above procedures and if again face doubts then again contact me ok . #Keep learning something new.
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