Find the adjoint of each of the following Matrices.

Verify that (adj A) A=|A| I=A (adj A) for the above matrices.
A = ![]()
Cofactors of A are
C11 = 4
C12 = – 2
C21 = – 5
C22 = – 3
Since, adj A = ![]()
(adj A) = ![]()
= ![]()
Now, (adj A)A = ![]()
(adj A)A = ![]()
And, |A|.I = ![]()
Also, A(adj A) = ![]()
A(adj A) = ![]()
Hence, (adj A)A = |A|.I = A.(adj A)