Question

Suppose we have three cluster centroids \mu_1 = [12] 1 ‹ =[ 1 2 ‹ ], \mu_2 = [’30] 2 ‹ =[ ’3 0 ‹ ] and \mu_3 = [42] 3 ‹ =[ 4 2 ‹ ]. Furthermore, we have a training example x^{(i)} = [’21] x (i) =[ ’2 1 ‹ ]. After a cluster assignment step, what will c^{(i)}c (i) be?

Answer 1

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Answer 2

Answer:

c(i) = 1

Explanation:

c(i) = 1 x(i) is closest to μ1, so c(i) = 1