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The curve represented by |z| = Re(z) + 2...

The curve represented by |z| = Re(z) + 2 is

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The curve represented by Re(z^(2))=4

The curve represented by Im(z^2)=c^2 is

The region represented by RE(z)<=2,Im(z)<=2 and (pi)/(8)<=arg(z)<=(3 pi)/(8) lies in

The region represented by {z=x+iy in C:|z|-"Re"(z) le 1} is also given by the inequality :

Re((z+4)/(2z-1)) = 1/2 , then z is represented by a point lying on

Re((z+4)/(2z-1))=(1)/(2), then z is represented by a point lying on