explain symmetric matrix and skew symmetric matrix with examples
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Symmetric Matrix :
If A' =A, then A is said to be a symmetric matrix. In this matrix, all the elements except the diagonals are transposed.
skew- symmetric matrix :
if A' = (-A) then A is said to be skew symmetric. Here all the positive elements become negative and its diagonal element will be always 0.
If A' =A, then A is said to be a symmetric matrix. In this matrix, all the elements except the diagonals are transposed.
skew- symmetric matrix :
if A' = (-A) then A is said to be skew symmetric. Here all the positive elements become negative and its diagonal element will be always 0.
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