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Singular & Non Singular Matrix || Types of Matrices
A singular matrix is a square matrix with a determinant of zero. This means the matrix is not invertible, so it has no inverse, and it cannot be multiplied by another matrix to produce the identity matrix. In terms of linear equations, a singular matrix indicates that a system of equations has either no solution or an infinite number of ...
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The determinant of a singular matrix is 0. Any 2x2 square matrix with a determinant that is not 0, is considered to be “non-singular”. Although we would associate singular with “1”, it is a determinant of 0 we look for when we look for singular matrices. It is also important to note that if a 2x2 matrix is singular, it does not have an inverse. #csecmaths #inverseofamatrix #determinant #determinantofamatrix #matrices
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