If `z` is any complex number such that `|3z-2|+|3z+2|=4` , then identify the locus of `zdot`

If z be any complex number such that |3z-2|+|3z+2|=4 , then show that locus of z is a line-segment.

If z be any complex number such that |3z-2|+|3z+2|=4 , then show that locus of z is a line-segment.

If z = x + iy is a complex number such that |z + 2| = |z - 2|, then the locus of z is

If z is any complex number, prove that : |z|^2= |z^2| .

For any complex number z show that zbar z=|z|^2

If z be any complex number such that abs(3z-2)+abs(3z+2)=4 then locus of z is

A point P which represents a complex number z, moves such that |z-z_(1)|= |z-z_(2)|, then the locus of P is-

If |z-5i|=|z+5i| , then the locus of zdot

If zis a complex number,then |3z-1|=3|z-2| represents