March 2012

Determinant of Matrix is equal to Determinant of its Transpose
March 31, 2012  Author: Jashan
If, we have any given matrix A then determinant of matrix A is equal to determinant of its transpose. We can prove this by taking variable
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What is the determinant of a matrix if all the elements in a row or column are zero?
March 30, 2012  Author: Jashan
If in a given matrix, we have all zero elements in a particular row or column then determinant of such a matrix is equal to zero.
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Determinant of a Matrix having one row (column) multiple of another row (column) is equal to 0
March 29, 2012  Author: Jashan
If, we have any matrix in which one of the row (or column) is multiple of another row (or column) then determinant of such a matrix is equal to zero. We can prove this property by taking example of such a matrix and finding its determinant. It is one of the property of determinants. Therefore,… Read More »
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