Let z be a complex number such that (|z - 2i|)/(|z + i|) = 2, z ≠… | JEE Main 2023 Mathematics PYQ | Jeeify

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MCQMediumJEE Main 2023 · 25 January, Shift 2Argand Plane & Geometry

Let $z$ be a complex number such that $\dfrac{|z - 2i|}{|z + i|} = 2$ , $z \neq -i$ . Then $z$ lies on the circle of radius $2$ and centre:

A
$(2, 0)$
B
$(0, 0)$
C
$(0, 2)$
D
$(0, -2)$

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