# Modulus represents the distance from Origin.

Algebra Level 5

What is the maximum value of $$|z|$$ if z is a complex number satisfying $|z+\dfrac{2}{z}|=2$

Details :

$$\bullet$$ If $$z=a+i.b$$ is a complex number with $$a,b \in R$$ and $$i=\sqrt{-1}$$, then $$|z|=\sqrt{a^2+b^2}$$

$$\bullet$$ Answer after rounding off up to 3 decimal places.

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