$1.)$ In an experiment, a physicist obtained the following values of the four features $($represented by $,,,$ and $)$ of six elements $($from $$to $).$ The physicist wants to group the given six elements into two clusters of similar types. You are asked to help the physicist find the two clusters using the K$-$means algorithm. Assuming initially that: $$is selected as the centroid of Cluster $1,$ and $$is selected as the centroid of Cluster $2.$ When computing the centroid of a cluster, keep one decimal place for floating$-$point numbers.