kinu said:\(\displaystyle a,b,c>0\) and \(\displaystyle a,b,c\) are distinct real number
then prove that \(\displaystyle \displaystyle \frac{a^2+1}{b+c}+\frac{b^2+1}{c+a}+\frac{c^2+1}{a+b}\geq 3\)
mmm4444bot said:
Can you please explain the meaning of the following notations (or just tell me the words that those five letters stand for)? Thank you.
C.S
A.M
G.M
Subhotosh Khan said:mmm4444bot said:
Can you please explain the meaning of the following notations (or just tell me the words that those five letters stand for)? Thank you.
C.S
A.M
G.M
I think I know the bottom two Arithmatic Mean and Geometric Mean.