The complex number z satisfying `|z+bar z|+|z-bar z|=2 and |iz-1|+|z-1i|= 2` is/are

The complex number z satisfying |z+bar z|+|z-bar z|=2 and |iz-1|+|z-i|= 2 is/are A) i B) -i C) 1/i D) 1/(i^3)

The complex number z satisfying |z+bar(z)|+|z-bar(z)|=2 and |iz-1|+|z-1||=2 is/are

Find all complex number z satisfying bar(z)+1=iz^(2)+|z|^(2)

Modulus of nonzero complex number z satisfying bar(z)+z=0 and |z|^(2)-4zi=z^(2) is

Find number of all complex numbers z satisfying bar(z) =iz^2