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K-Means Clustering MCQ

10 Conceptual Questions with In-Depth Technical Explanations

Practice centroid initialization (k-means++), Voronoi cells, inertia minimization, and elbow methods.

K-Means Clustering Questions

Select an answer to reveal detailed technical explanation and formulas.

10 Questions
1

What mathematical objective (loss function) does standard K-Means Clustering attempt to minimize?

2

What are the two alternating steps in Lloyd's algorithm for K-Means?

3

Why is K-Means guaranteed to converge, and does it guarantee finding the global optimum?

4

What is the K-Means++ initialization algorithm designed to do?

5

What is the 'Elbow Method' used for in K-Means clustering?

6

What fundamental assumptions does standard K-Means make regarding cluster geometry?

7

What is Mini-Batch K-Means, and why is it used?

8

How does K-Medoids (PAM - Partitioning Around Medoids) differ from K-Means?

9

What is the computational time complexity per iteration of Lloyd's standard K-Means algorithm for n points, k clusters, and d features?

10

What happens if an outlier with an extreme coordinate value (e.g., x = 1,000,000) is introduced into a K-Means dataset?

About K-Means Clustering Interview Questions & Quiz

These K-Means Clustering multiple choice questions are curated to prepare engineers, researchers, and data science students for top technical interviews, machine learning certifications, and university exams.

Every MCQ incorporates core mathematical formulas, architectural tradeoffs, and practical algorithmic considerations. Practicing these questions guarantees a solid foundational and conceptual mastery of K-Means Clustering.