Cyclic Doesn't Mean Symmetric!

Algebra Level 1

Positive reals \(a,b,c\) satisfy \(abc=1\). Find the minimum value of

\[\dfrac{1+ab}{1+a}+\dfrac{1+bc}{1+b}+\dfrac{1+ca}{1+c}.\]

Enter your answer correct to \(3\) decimal places.

×

Problem Loading...

Note Loading...

Set Loading...