tana/(tana-1)=-1,
tana=1/2
2(sina)^2-sina*cosa+(cosa)^2
=[2(sina)^2-sina*cosa+(cosa)^2]/[(sina)^2)+(cosa)^2]
=(2 tan^2a- tana+1)/( tan^2a+1)
原式＝(2*1/4-1/2+1)/(1/4+1)=4/5
所以,2(sina)^2-sina*cosa+(cosa)^2=4/5