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In which scenario would hierarchical clustering be preferred over K-means?

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Question: In which scenario would hierarchical clustering be preferred over K-means?

Options:

  1. When the number of clusters is known
  2. When the dataset is very large
  3. When a hierarchy of clusters is desired
  4. When the data is strictly numerical

Correct Answer: When a hierarchy of clusters is desired

Solution:

Hierarchical clustering is preferred when a hierarchy of clusters is desired, as it provides a tree-like structure of the data.

In which scenario would hierarchical clustering be preferred over K-means?

Practice Questions

Q1
In which scenario would hierarchical clustering be preferred over K-means?
  1. When the number of clusters is known
  2. When the dataset is very large
  3. When a hierarchy of clusters is desired
  4. When the data is strictly numerical

Questions & Step-by-Step Solutions

In which scenario would hierarchical clustering be preferred over K-means?
Correct Answer: Jab hume clusters ka hierarchy chahiye hota hai.
  • Step 1: Understand what hierarchical clustering is. It groups data into a tree-like structure called a dendrogram.
  • Step 2: Know what K-means clustering is. It divides data into a fixed number of clusters (K) based on their similarities.
  • Step 3: Identify when you need a hierarchy. If you want to see how clusters are related or nested within each other, use hierarchical clustering.
  • Step 4: Consider the size of your data. Hierarchical clustering can be slow with large datasets, while K-means is faster.
  • Step 5: Think about the number of clusters. If you don't know how many clusters you want, hierarchical clustering can help you decide by showing the tree structure.
  • Hierarchical Clustering – A clustering method that builds a hierarchy of clusters, allowing for a tree-like representation of data.
  • K-means Clustering – A partitioning method that divides data into a predefined number of clusters based on distance to centroids.
  • Cluster Hierarchy – The organization of clusters in a tree structure, which is useful for understanding relationships between data points.
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