If $z \neq 0$ be a complex number such that $\left|z-\frac{1}{z}\right|=2$, then the maximum value of $|z|$ is : - DASH

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Question

If $z \neq 0$ be a complex number such that $\left|z-\frac{1}{z}\right|=2$, then the maximum value of $|z|$ is :

$\sqrt{2}$

1

$\sqrt{2}-1$

$\sqrt{2}+1$

Solution

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