Evaluate tan-1(a - b)/(1+ab)+ tan-1(b - c)/(1+bc)+ tan-1(c - a)/(1+cb) ; ab,bc,ac>-1
-1
π
2π
0
tan-1(a - b)/(1+ab)+ tan-1(b - c)/(1+bc)+ tan-1(c - a)/(1+cb)
= (tan-1a - tan-1b) + (tan-1b - tan-1c) + (tan-1c - tan-1a) = 0
tan−1a+tan−1b, where a>0,b>0,ab>1, is equal to