Using properties of determinants prove that:

Operating R1→R1+ bR �3, R2→R2- aR3



Taking (1+ a2+b2) from R1 and R2

Operating R3→ R3 - 2bR1 + 2aR2

Taking (1+a2+b2) from R3

Expanding with respect to C1
= (1+a2+b2)3 1×[ 1-0]
= (1+a2+b2)3
Hence proved
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