Let z1=10+6i and z2=4+6i. If z is any complex number such that the arg – InterviewSolution

1.	Let z1=10+6i and z2=4+6i. If z is any complex number such that the argument of (z−z1)/(z−z2) is π/4, then \|z−7−9i\| is
Answer» Let $z_{1} = 10 + 6 i$ and $z_{2} = 4 + 6 i$ . If $z$ is any complex number such that the argument of $(z - z_{1}) / (z - z_{2})$ is $π / 4$ , then $\| z - 7 - 9 i \|$ is

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