Question : what is Minor of Matrix? Solution: Minor of Matrix .\((i,j)\) minor of a matrix \(A\) is denoted as \(M_{i,j}\) and it is the determinant of submatrix \(S_{i,j}\) of \(A\). Example For \(A=\left( {\begin{array}{*{20}{c}}2&3&-1\\4&0&5\\6&0&-2\end{array}} \right)\) it’s minors are \(M_{1,1}…
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