consider the set of poonts and assign this point to a cluster using the K$-$Means Algorithm Consider the set of points P$1=(0\mathrm{.}35,49\mathrm{.}1)$ P$2(49\mathrm{.}32,14\mathrm{.}94)$ P$3(2\mathrm{.}92,1\mathrm{.}39)$ P$4(0\mathrm{.}45,49\mathrm{.}65)(15\mathrm{.}68,43\mathrm{.}57)$ Ps P$6(27\mathrm{.}72,39\mathrm{.}95)$ P$7(22\mathrm{.}83,36\mathrm{.}65)$ P$8(32\mathrm{.}23,32\mathrm{.}24)$ Suppose you would like to partition the set into $3$ clusters, $1,2$ and $3,$ using the k$-$means algorithm. If the points P$1,$ P$2,$ P$3$ are chosen as an initial cluster mean $($that is$,$ p$1$ is the center of the cluster $1,$ p$2$ is the center of cluster $2,$ and p$,$ is the center of cluster $3),$ which cluster will the point p$4$ be assigned to after the first iteration of the k$-$means algorithm is completed? $($Enter $1$ if the point should be assigned to cluster $1,2$ if the point should be assigned to cluster $2,$ and $3$ if the point should be assigned to cluster $3)$ Previous. Next