proof that (p-q)²+4pq=(p+q)²
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Opening the whole term of RHS as well as LHS,
We have,
[p²+q²-2pq]+4pq=p²+q²+2pq
solving RHS,
p²+q²+2pq=p²+q²+2pq
Since, LHS=RHS,
(p-q)²+4pq=(p+q)²
Hence Proved!
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