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JEE MATHEMATICS MCQ: COMPLEX NUMBERS

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For n∈Nn \in N, let Sn={z∈C:∣zβˆ’3+2i∣=n4}S_n=\left\{z \in C:|z-3+2 i|=\frac{n}{4}\right\} and Tn={z∈C:∣zβˆ’2+3i∣=1n}T_n=\left\{z \in C:|z-2+3 i|=\frac{1}{n}\right\}. Then the number of elements in the set {n∈N:Sn∩Tn=Ο•}\left\{n \in N: S_n \cap T_n=\phi\right\} is
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Correct option: B
∞\infty
Option B (∞\infty) is correct because the intersection of the two circles is empty for an infinite number of values of n.

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