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Consider a k-means clustering scenario with two vectors already present in Cluster 3: \(\mathbf{v_1} = [1,1]\) and \(\mathbf{v_2} = [-1,1]\). Which of the following vectors is also likely to be in Cluster 3?
 

  1. \([0,0]\)
     
  2. \( [0,1]\)
     
  3. \([0,-2]\)
     
  4. \([0,2]\)
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