Tan12 Sin−12x1+x2−12 Cos−11−y21+x2 =
0
1
x−y1+xy
x2−1x2+1
Let x=Tan A, y=Tan B
Then tan12sin-12x1+x2-12cos-11-y21+y2=tan12sin-12tanA1+tanA2-12cos-11-tanB21+tanB2 =tan12sin-1sin2A-12cos-1cos2B =tanA-B =tanA-tanB1+tanAtanB =x-y1+xy