With a,b,c are three non-negative numbers that satisfy a + b + c = 3 Show that: \(\Sigma\left(a\sqrt{a+8}+2\right)\ge15\)
With a,b,c are three non-negative numbers that satisfy a + b + c = 3
Show that: \(\Sigma\left(a\sqrt{a+8}+2\right)\ge15\)
