Question

For the following sets of two-dimensional points, (1) provide a sketch of how they would be split into clusters by K-means for the given number of clusters and (2) indicate approximately where the resulting centroids would be. Assume that we are using the squared error objective function and random initialization of centroids. If you think that there is more than one possible solution, then please indicate whether each solution is a global or local minimum. Darker areas indicate higher density.k- 5 (Each circle has equal number of points)

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Answer #1

Piven that, Assuminin that he loints are uni homly dlistriated ase there o ai onls tine a choices1 Centroids, as wodld Le PloTho da stante behuen the edges the Circde is much lowiag Hgue beloo olowis da?tchs ore Rossible Situation PoY the Blacement ơ

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