Show that (4pq+3q^2) - (4pq-3q^2) =48pq^2
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Step-by-step explanation:
(4pq+3q)^2 −(4pq−3q)^2 =48pq^2
LHS=(4pq)^2 +2 (4pq)(3q)+ (3q)^2 −[(4pq) −2(4pq)(3q)+(3q)^2]
=16p^2 q^2 +24pq^2 +9q^2- 16p^2q^2+24q ^2 −9q^2
=48pq^2
=RHS
therefore LHS=RHS
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