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Albert
Well-known member
- Jan 25, 2013
- 1,225
$ a,b,c \in\mathbb{R}^+ , \,\,\text{Prove:}$
$\dfrac {c}{a+b} +\dfrac {a}{b+c} +\dfrac {b}{c+a}\geq \dfrac {3}{2}$
$\dfrac {c}{a+b} +\dfrac {a}{b+c} +\dfrac {b}{c+a}\geq \dfrac {3}{2}$
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