Suppose we are given a point P on the Argand plane represented by the complex number Z,moving anticlockwise along the circle with |z| = 2 from the point of complex number 2 to 2i. If ω = z+1z+2, then the path described by Q(x,y) which represents the complex number ω is

Suppose we are given a point P on the Argand plane represented by the

1.	Suppose we are given a point P on the Argand plane represented by the complex number Z,moving anticlockwise along the circle with \|z\| = 2 from the point of complex number 2 to 2i. If ω = z+1z+2, then the path described by Q(x,y) which represents the complex number ω is
Answer» Suppose we are given a point P on the Argand plane represented by the complex number Z,moving anticlockwise along the circle with \|z\| = 2 from the point of complex number 2 to 2i. If $ω$ = $\frac{z + 1}{z + 2}$ , then the path described by Q(x,y) which represents the complex number $ω$ is