MathematicsMedium53×since 2002Q3190Let C be the set of all complex numbers. Let S1={z∈C∣∣z−3−2i∣2=8}{S_1} = \{ z \in C||z - 3 - 2i{|^2} = 8\}S1={z∈C∣∣z−3−2i∣2=8} S2={z∈C∣Re(z)≥5}{S_2} = \{ z \in C|{\mathop{\rm Re}\nolimits} (z) \ge 5\}S2={z∈C∣Re(z)≥5} and S3={z∈C∣∣z−z‾∣≥8}{S_3} = \{ z \in C||z - \overline z | \ge 8\}S3={z∈C∣∣z−z∣≥8}. Then the number of elements in S1∩S2∩S3{S_1} \cap {S_2} \cap {S_3}S1∩S2∩S3 is equal to :A1B0C2DInfiniteCheck answerSkip