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What is a common initialization method for K-means clustering?

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Question: What is a common initialization method for K-means clustering?

Options:

  1. Randomly selecting data points as initial centroids
  2. Using the mean of the dataset as the centroid
  3. Hierarchical clustering to determine initial centroids
  4. Using the median of the dataset as the centroid

Correct Answer: Randomly selecting data points as initial centroids

Solution:

A common initialization method for K-means is to randomly select data points from the dataset to serve as the initial centroids.

What is a common initialization method for K-means clustering?

Practice Questions

Q1
What is a common initialization method for K-means clustering?
  1. Randomly selecting data points as initial centroids
  2. Using the mean of the dataset as the centroid
  3. Hierarchical clustering to determine initial centroids
  4. Using the median of the dataset as the centroid

Questions & Step-by-Step Solutions

What is a common initialization method for K-means clustering?
  • Step 1: Understand that K-means clustering is a method used to group data points into clusters.
  • Step 2: Know that each cluster has a center point called a centroid.
  • Step 3: To start the K-means algorithm, we need to choose initial positions for these centroids.
  • Step 4: A common way to choose these initial centroids is to randomly select a few data points from the dataset.
  • Step 5: These randomly selected data points will be the starting points for the centroids in the K-means algorithm.
  • K-means Clustering Initialization – K-means clustering often starts by selecting initial centroids, which can significantly affect the algorithm's convergence and final results.
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