Current location - Training Enrollment Network - Mathematics courses - Simulation questions of national high school mathematics league match
Simulation questions of national high school mathematics league match
S = (z+ 1) 2/2 XYZ comes from rotational symmetry, and S = (x+1) 2/2 XYZ s = (y+1) 2/2 XYZ.

That is, s = (x+1) 2+(y+1) 2+(z+1) 2/6 XYZ = (2+x+y+z)/3 XYZ.

x+y+z & gt; 3xyz^ 1/3=√3 XYZ & lt; ((x 2+y 2+z 2)/3) 3/2 =1/3 √ 3 All hold when x=y=z= 1/√3.

So S & gt(2+√3)/√3=3+2√2.