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MEMO 2012 T2

    Let a,ba,b and cc be positive real numbers with abc=1abc = 1 . Prove that 9+16a2+9+16b2+9+16c2≥3+4(a+b+c)\sqrt{ 9 + 16a^2}+\sqrt{ 9 + 16b^2}+\sqrt{ 9 + 16c^2} \ge 3 +4(a+b+c)

    Dataset text AI-MO AoPS. Quoted with source.

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