" Amplitude of "(z-1)" is "(pi)/(2)

What is the locus of z, if amplitude of (z-2-3i) is (pi)/(4)?

If z= x+iy and the amplitude of (z-2-3i) is (pi)/(4) . Find the relation between x and y.

If the amplitude of z-2-3i " is " (pi)/(4) , then find the locus of z= x+ yi

If the amplitude of z-2-3 i is (pi)/(4) , then the locus of z=x+i y is

What is the locus of z , if amplitude of (z-2-3i) is pi/4?

If the amplitude of (z-1-2i) "is" pi/3 , then the locus of z is

If the amplitude of ((z-2)/(z-6)) is (pi)/(3) , find its locus.

Find the amplitude of z=1+i "tan" (3pi)/(5)

If the amplitude of ((z-2)/(z-6i))=(pi)/(2) find its locus.

The point P represnets a complex number z in the Argand plane. If the amplitude of z is (pi)/(4) , determine the locus of P.