Let `A=[a_(ij)]_(nxxn)` be a square matrix and let `c_(ij)` be cofactor of `a_(ij)` in A. If `C=[c_(ij)]`, then

Let `A=[a_(ij)]_(nxxn)` be a square matrix and let `c_(ij)` be cofactor of `a_(ij)` in A. If `C=[c_(ij)]`, then
A. `absC=absA`
B. `absC=absA^(n-1)`
C. `absC=absA^(n-2)`
D. none of these

Let `A=[a_(ij)]_(nxxn)` be a square matrix and let `c_(ij)` be cofactor of `a_(ij)` in A. If `C=[c_(ij)]`, then

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