2)Let P(z) be a point on the argand plane such that z z + az + az + b =0
where a ε C & b ε R - {-1} & l a l 2 - b > 0
STATEMENT 1 : If arg (z+1)(z - b) = pi/2 , then Im(a) = 0
STATEMENT 2 : If Img(a)>0 & 0 < arg [ (z-x1)/(z-x2) ] < pi/2 , x1,x2 ε R then x1< x2