Exercise 2. Hierarchical clustering (open the picture please)Use complete link agglomerative clustering to group the data described by the following distance matrix.a)Show the clusters and the distances from the new cluster to the others after the 1st iteration?After the 2nditeration?b)Choose the correct dendrogram that represents the final result. Exercise 2. Hierarchical clustering12341765910 2 | 811Use complete link agglomerative clustering to group the data described by thefollowing distance matrix.a) Show the clusters and the distances from the new cluster to the others after the1st iteration?The shortest distance is betweenequal-so they are merged----- andin one clusterAfter the 2nd iteration?The shortest distance isbetweenandSqualso they are merged inone clusterb) Choose the correct dendrogram that represents the final result.AВ12104.2

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s and the distances from the new cluster to the others after the 1st iteration? After the 2nditeration?

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Question

Exercise 2. Hierarchical clustering (open the picture please)

Use complete link agglomerative clustering to group the data described by the following distance matrix.

a)Show the clusters and the distances from the new cluster to the others after the 1^st iteration?

After the 2^nditeration?

b)Choose the correct dendrogram that represents the final result.

Exercise 2. Hierarchical clustering
1
2
3
4
1
7
6
5
9
10 2 | 8
11
Use complete link agglomerative clustering to group the data described by the
following distance matrix.
a) Show the clusters and the distances from the new cluster to the others after the
1st iteration?
The shortest distance is between
equal-
so they are merged
----- and
in one cluster
After the 2nd iteration?
The shortest distance is
between
and
Squal
so they are merged in
one cluster
b) Choose the correct dendrogram that represents the final result.
A
В
12
10
4.
2

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