Consider the following clustering problem that has a single variable X. What is the complete linkage dissimilarity measure (based on the usual Euclidean distance) between the two clusters {1, 4.2, 5.3} and {7.1, 9}? (Hints: The cluster {1, 4.2, 5.3} corresponds to three observations of X grouped together where X=1 for the first observation, X=4.2 for the second and X=5.3 for the third. Similarly, the cluster {7.1, 9} corresponds to two observations o

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Consider the following clustering problem that has a single variable X. What is the complete linkage dissimilarity measure (based on the usual Euclidean distance) between the two clusters {1, 4.2, 5.3} and {7.1, 9}?

(Hints: The cluster {1, 4.2, 5.3} corresponds to three observations of X grouped together where X=1 for the first observation, X=4.2 for the second and X=5.3 for the third. Similarly, the cluster {7.1, 9} corresponds to two observations of X grouped together. Finally, the Euclidean distance between two different points x1 and x2 is obviously here the absolute value of the difference, in other words |x1-x2| )

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