If `d` is the determinant of a square matrix `A` of order `n` , then the determinant of its adjoint is `d^n` (b) `d^(n-1)` (c) `

If `d` is the determinant of a square matrix `A` of order `n` , then the determinant of its adjoint is `d^n` (b) `d^(n-1)` (c) `d^(n+1)` (d) `d`
A. `d^(n)`
B. `d^(n-1)`
C. `d^(n+1)`
D. d

If `d` is the determinant of a square matrix `A` of order `n` , then the determinant of its adjoint is `d^n` (b) `d^(n-1)` (c) `d^(n+1)` (d) `d`

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