Using a suitable identity, find each of the following products:
(5a – 3b) (5a – 3b)
Given (5a – 3b) (5a – 3b) = (5a – 3b)2
We know that
(a– b)2 = a2 + b2 – 2a×b
⇒ (5a – 3b) (5a – 3b) = ((5a)2 + (3b)2 – 2×5a×3b)
⇒ (5a – 3b) (5a – 3b) = 25a2 + 9b2 – 30ab
Couldn't generate an explanation.
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