1.Let zzz be a complex number such that ∣2z2−4iz2+2i∣=2\left|\dfrac{2z^2 - 4i}{z^2 + 2i}\right| = 2z2+2i2z2−4i=2, z≠±iz \neq \pm iz=±i. Then zzz lies on the circle of radius 222 and centre:a.(2,0)(2, 0)(2,0)b.(0,2)(0, 2)(0,2)c.(0,0)(0, 0)(0,0)d.(0,−2)(0, -2)(0,−2)Login to continueOnly logged in users canattempt or see the solution.
