The minor of an element is equal to the determinant of the matrix remaining after excluding the row and column containing the element. The minor and cofactors can be computed for each of the elements. ![]() The cofactor is obtained from the minor and is equal to the product of the minor of the element with -1 to the exponent of sum of the position values of the row and the column. ![]() The minor is obtained by taking the determinant of the elements remaining after excluding the row and the column of the particular element. Minors and cofactors are the representative values of each of the elements of a matrix. The cofactor of an element of the matrix is obtained by multiplying the minor of the element with -1 to the exponent(power) of the sum of i th row and j th column containing the element.Ī = \(\begin\)įAQs on Minors And Cofactors What Are Minors And Cofactors? ![]() The minor of an element of the matrix is equal to the determinant of the remaining elements of the matrix, obtained after deleting the row and column containing the particular element in the matrix. Minors and cofactors are defined for each element of the matrix.
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