The inverse of a square matrix is found in two simple steps. First, the determinant and the adjoint of the given square matrix are calculated. Further, the adjoint of the matrix is divided by the determinant to find the matrix inverse. The inverse

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If A is a 3x3 matrix, its inverse formula is A-1 = (adj A)/(det A). Here, det A = Determinant of the matrix A; adj A = Adjoint of the matrix A; Does a 3x3 Matrix have an Inverse? A 3x3 matrix has

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