Prove the following identities:
Applying R1→R1 + R2 + R3, we get,
Taking, (3a + 2b) common we get,
Applying, C1→C1 – C2 and C3→C3 – C2, we get,
= 3(a + b)b2(3) = 9(a + b) b2
= R.H.S
Hence, proved.