In the Argand Diagrams , all the complex number z satisfying `|z-4i|+|z+4i|=0` lie on a

In the Argand diagram all the complex numbers z satisfying |z-4 i|+|z+4 i|=10 lie on a

In the Argand Diagram , all the complex numbers z satisfying |z - 4i| + |z+ 4i| = 10 lie on a

In Argand diagram all the complex numbers z satisfying |z-4i|+|z+4i|=10 lie on a ( ( ) ) straight line (B) circle (C) ellipse (D) parabola

Locate the region in the Argand plane for the complex number z satisfying |z-4| < |z-2|.

The complex number z satisfying the equation |z-i|=|z+1|=1 is

The locus of a complex number z satisfying |z-(1+3i)|+|z+3-6i|=4

The complex number z satisfying the equation |z-i|=|z+1|=1

All complex number z which satisfy the equation |(z-6 i)/(z+6 i)|=1 lie on the

Show that the area of the triangle on the Argand diagram formed by the complex number z ,i za n dz+i z is 1/2|z|^2