f(x)=[2x+(1-2x)][2/x+9/(1-2x)]
=13+18x/(1-2x)+2(1-2x)/x
00
13+18x/(1-2x)+2(1-2x)/x>=13+2√[18x/(1-2x)*2(1-2x)/x]=13+12=25
所以最小值=25
f(x)=[2x+(1-2x)][2/x+9/(1-2x)]
=13+18x/(1-2x)+2(1-2x)/x
00
13+18x/(1-2x)+2(1-2x)/x>=13+2√[18x/(1-2x)*2(1-2x)/x]=13+12=25
所以最小值=25