Using a suitable identity, find each of the following products:
(2m + 3) (2m + 3)
Given (2m + 3) (2m + 3) = (2m + 3)2
We know that
(a+ b)2 = a2 + b2 + 2a×b
⇒ (2m + 3) (2m + 3) = ((2m)2 + 32 + 2× 2m×3)
⇒ (2m + 3) (2m + 3)= 4m2 + 9 + 12m
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