If
, then show that A – 3I = 2 (I + 3A – 1).
A = ![]()
|A| = 4 – 10 = – 6 adj A = ![]()
A – 1 = ![]()
To Show: A – 3I = 2 (I + 3A – 1)
LHS A – 3I = ![]()
= ![]()
R.H.S 2 (I + 3A – 1) = 2I + 6A – 1 = ![]()
= ![]()
= ![]()
Hence, A – 3I = 2 (I + 3A – 1)
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