![]() Thus, we can summarize the differences between the singular matrix and non-singular matrix as follows: Singular MatrixĪ matrix 'A' is nonsingular if det (A) ≠ 0. i.e., a non-singular matrix always has a multiplicative inverse. i.e., a square matrix 'A' is said to be a non singular matrix if and only if det A ≠ 0. Thus, the determinant of a non-singular matrix is a nonzero number. A non-singular matrix, as its name suggests, is a matrix that is NOT singular.
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