another complex no.

\hspace{-16}$The Principle $\mathbf{\arg{(z_{0})}}$ satisfying $\mathbf{\mid z-3\mid \leq \sqrt{2}}$\\\\ and $\mathbf{\arg(z-5i)=-\frac{\pi}{4}}$ Simultaneously is $\mathbf{\theta}$.\\\\ Then value of $\mathbf{\mid z_{0}\mid}$ is

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1
funkygp ·

17

1
funkygp ·

17

1708
man111 singh ·

Yes funkygp (Right answer)

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