Which of the following is not correct in a given determinant of `A ,` where `A=([a_(i j)])_(3x3)` Order of minor is less than order of the det (A) Minor of an element can never be equal to cofactor of the same element Value of a determinant is obtained by multiplying elements of a row or column by corresponding cofactors Order of minors and cofactors of elements of A is same

Explanation

For option (A),


We know that the order of minor is always less than the order of determinant.


Thus, Option (A) is correct.


For option (B),

We know that the definition of cofactor and minor is same,
then we can conclude that Minor of an element is always equal to cofactor of the same element.
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