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Naive Bayes MCQs

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1. Which of the following is a key assumption made by the Naive Bayes classifier?
Explanation: Naive Bayes assumes that features are conditionally independent, given the class label, which simplifies computation and makes the algorithm efficient.






2. In Naive Bayes, which distribution is commonly assumed for continuous data?
Explanation: For continuous data, Naive Bayes typically assumes that features follow a normal (Gaussian) distribution.






3. What is the main advantage of the Naive Bayes classifier?
Explanation: Naive Bayes is a probabilistic classifier that performs well with relatively small datasets, especially when features are conditionally independent.






4. In Naive Bayes, what is the role of Bayes’ theorem?
Explanation: Bayes’ theorem calculates the posterior probability of a class given the features, which is central to the Naive Bayes algorithm.






5. Which type of data can Naive Bayes be applied to?
Explanation: Naive Bayes can handle both categorical (using multinomial distribution) and continuous data (assuming Gaussian distribution).






6. What is the primary disadvantage of the Naive Bayes classifier?
Explanation: The independence assumption may not hold in real-world data, which can reduce performance.






7. In the context of Naive Bayes, what does the term “likelihood” refer to?
Explanation: Likelihood is the probability of observing the given features under each class in Naive Bayes.






8. What is the purpose of Laplace smoothing in Naive Bayes?
Explanation: Laplace smoothing adds a small constant to probability estimates to avoid zero probabilities for unseen feature combinations.






9. Naive Bayes is particularly suited for which of the following tasks?
Explanation: Naive Bayes is effective for multiclass classification, efficiently calculating probabilities for multiple classes.






10. Which of the following would likely reduce the performance of a Naive Bayes classifier?
Explanation: Naive Bayes assumes feature independence, so highly correlated features violate this assumption and can reduce model performance.






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