Exam PMI-CPMAI Topic 1 Question 50 Discussion
Actual exam question for PMI's PMI-CPMAI exam
Question #: 50
Topic #: 1
Question #: 50
Topic #: 1
A project manager is reviewing the performance of an AI model used for predictive analytics in sales. The model's accuracy is within acceptable limits; however, its precision is low.
What is the cause for the precision issue?
What is the cause for the precision issue?
Suggested Answer: B Vote an answer
In AI classification problems, PMI-CPMAI highlights the importance of understanding multiple performance metrics-accuracy, precision, recall, F1, and others-rather than relying on accuracy alone. Precision measures, out of all predicted positive cases, how many are actually positive. Low precision means a high proportion of false positives. It is possible for a model to have acceptable overall accuracy while still having low precision, especially when the underlying data is class-imbalanced.
When the training data is unbalanced-typically many more negative than positive cases-the model can achieve high accuracy simply by classifying most instances as the majority class. However, its behavior on the minority (often the more important) class can be poor, leading either to many false positives or false negatives, depending on thresholds and training dynamics. PMI-CPMAI treats data distribution analysis and class balance as core elements of data quality assessment because skewed data often manifests as misaligned metrics: accuracy looks fine, while precision or recall is deficient.
Underfitting or overfitting usually depress both accuracy and other metrics and would more likely show broader performance problems. Flawed feature selection can harm performance generally, but the classic and most direct cause tied to the pattern "accuracy OK, precision low" in exam-style reasoning is unbalanced training data, making option B the best explanation.
When the training data is unbalanced-typically many more negative than positive cases-the model can achieve high accuracy simply by classifying most instances as the majority class. However, its behavior on the minority (often the more important) class can be poor, leading either to many false positives or false negatives, depending on thresholds and training dynamics. PMI-CPMAI treats data distribution analysis and class balance as core elements of data quality assessment because skewed data often manifests as misaligned metrics: accuracy looks fine, while precision or recall is deficient.
Underfitting or overfitting usually depress both accuracy and other metrics and would more likely show broader performance problems. Flawed feature selection can harm performance generally, but the classic and most direct cause tied to the pattern "accuracy OK, precision low" in exam-style reasoning is unbalanced training data, making option B the best explanation.
by Owen at Dec 05, 2025, 08:12 AM
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