Let z1 and z2 be two complex numbers such that \(\rm \overline{z_{1}} - i \overline{z_{2}^{2}}\) = 0 and arg(z1) - arg(z2) = 2π then find arg(z2)
1
π
2
5π/4
3
5π/2
4
3π/2
Let z1 and z2 be two complex numbers such that \(\rm \overline{z_{1}} - i \overline{z_{2}^{2}}\) = 0 and arg(z1) - arg(z2) = 2π then find arg(z2)