if 2(a^2+b^2)= (a+b)^2 then
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This is not a proper question.
If 2(a²+b²)=(a+b)² then show that a=b
Step-by-step explanation:
Given, 2(a²+b²) = (a+b)²
⇒ 2a²+2b²-(a+b)²=0
⇒ 2a²+2b²-(a²+b²+2ab)=0
⇒ 2a²+2b²-a²-b²-2ab=0
⇒ a²+b²-2ab=0
⇒ (a-b)²=0
⇒ a-b=0
∴ a=b
Hence, it is proved.
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