If `Z=x+iy` and if the point P in the Argand plane represent Z, then describe geometrically the locus of z satisfying the equation.
lmg `z^(2)=4`

If Z=x+iy and if the point P in the Argand plane represent Z, then describe geometrically the locus of z satisfying the equation. |z-2-3i|=5

If Z=x+iy and if the point P in the Argand plane represent Z, then describe geometrically the locus of z satisfying the equation. 2|z-2|=|z-1|

If z=(x+iy) and if the point P in the Argand plane represent z, then describe geo-metrically the locus of P satisfying the equation. |z|^(2) =4 Re (z+2)

If z=(x+iy) and if the point P in the Argand plane represent z, then desrcibe geo-metrically the locus of P satispfying the equation. |2z-3|=7

If z = (x + iy) and if the point P in the Argand plane represents z , then discribe geometrically the locus of P satisfying the equations |z + i|^(2) - |z - i|^(2) = 2

If z=(x+iy) and if the point P in the Argarand plane represent z, then desrcibe geo-metrically the locus of P satispfying the equation. |z+i|^(2)-|z-i|^(2)=2

If z=(x+iy) and if the point P in the Argarand plane represent z, then desrcibe geo-metrically the locus of P satispfying the equation. |z+4i|+|z-4i|=10

If z = x + iy and if the point P in the argand plane represents z , then the locus of P satisfying the equation Im (z^(2)) = 4