Prove that
(b²+c²)/(b+c) +(c²+a²)/(c+a) +(a²+b²)/(a+b)>(a+b+c)
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Step-by-step explanation:
(1×1+1×1)/(1+1)+(1×1+1×1)/(1+1)+(1×1+1×1)/(1+1)>(1+1+1)
2/2+2/2+2/2>3
1+1+1>3
3=3
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