QuestionJuly 30, 2025

Why did Watson test four different algorithms for this AI model? To determine which set of algorithms predicted defaults most effectively To identify those algorithms that triggered the confusion matrix To compare four different versions of the data set for accuracy To remove the least effective model from the data set

Why did Watson test four different algorithms for this AI model? To determine which set of algorithms predicted defaults most effectively To identify those algorithms that triggered the confusion matrix To compare four different versions of the data set for accuracy To remove the least effective model from the data set
Why did Watson test four different algorithms for this AI model?
To determine which set of algorithms predicted defaults most effectively
To identify those algorithms that triggered the confusion matrix
To compare four different versions of the data set for accuracy
To remove the least effective model from the data set

Solution
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Answer

To determine which set of algorithms predicted defaults most effectively Explanation 1. Analyze the Purpose of Testing Algorithms Watson tested four different algorithms to evaluate their effectiveness in predicting defaults. The goal was to identify which algorithm performed best in terms of prediction accuracy. 2. Determine the Most Likely Reason The primary reason for testing multiple algorithms is typically to find the one that predicts outcomes most effectively, rather than focusing on confusion matrix triggers or comparing data set versions.

Explanation

1. Analyze the Purpose of Testing Algorithms<br /> Watson tested four different algorithms to evaluate their effectiveness in predicting defaults. The goal was to identify which algorithm performed best in terms of prediction accuracy.<br /><br />2. Determine the Most Likely Reason<br /> The primary reason for testing multiple algorithms is typically to find the one that predicts outcomes most effectively, rather than focusing on confusion matrix triggers or comparing data set versions.
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