Видео с ютуба Z_2=√2-√3 I

If z1=sqrt(3)+isqrt(3) and z2=sqrt(3)+i then find the quadrant in which '(z1/z2)' lies

If z1=sqrt(3)+isqrt(3) and z2=sqrt(3)+i then find the quadrant in which '(z1/z2)' lies
Let `z_1=((1+sqrt(3)i)^2(sqrt(3)-i))/(1-i) and z_2=((sqrt(3)+i)^2(1-sqrt(3)i))/(1+i)` then

Let `z_1=((1+sqrt(3)i)^2(sqrt(3)-i))/(1-i) and z_2=((sqrt(3)+i)^2(1-sqrt(3)i))/(1+i)` then