Let the minimum value of \( v=|z|^{2}+|z-3|^{2}+|z-6 i|^{2}, z \in C \) is attained at \( z=z_{0...
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Let the minimum value of \( v=|z|^{2}+|z-3|^{2}+|z-6 i|^{2}, z \in C \) is attained at \( z=z_{0} \). Then, \( \left|2 z_{0}^{2}-\bar{z}_{0}^{3}+3\right|^{2}+v_{0}^{2} \) is equal to
(a) 1000
(b) 1064
(c) 1105
(d) 1196
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