Symmetric and Skew-symmetric Matrix(Difference) |Matrices| Math Dot Com

symmetric matrix and skew-symmetric matrix is explained .
Symmetric Matrix :
A matrix is said to be symmetric if transpose of a matrix is the matrix itself .In symmetric matrix aij=aji where aij is the element at ith row and jth column
Skew-symmetric Matrix:
A matrix is said to be skew-symmetric if transpose of a matrix is equal to negative of a matrix .In skew-symmetric matrix aij=-aji where aij is the element at ith row and jth column.
#symmetricmatrix,#skew-symmetric,#difference,#typesofmatrices

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