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| Vendor: | CompTIA |
|---|---|
| Exam Code: | DY0-001 |
| Exam Name: | CompTIA DataX Certification Exam |
| Exam Questions: | 85 |
| Last Updated: | October 23, 2025 |
| Related Certifications: | CompTIA DataX |
| Exam Tags: | Expert Data ScientistsMachine Learning Engineers |
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A data scientist is clustering a data set but does not want to specify the number of clusters present. Which of the following algorithms should the data scientist use?
DBSCAN discovers clusters based on density without requiring you to predefine the number of clusters, automatically finding arbitrarily shaped groups and identifying noise points.
A data scientist is building a proof of concept for a commercialized machine-learning model. Which of the following is the best starting point?
Before diving into selecting or tuning models, a literature review grounds the proof of concept in existing research and best practices, ensuring the approach aligns with state-of-the-art methods and the problem's domain requirements.
An analyst wants to show how the component pieces of a company's business units contribute to the company's overall revenue. Which of the following should the analyst use to best demonstrate this breakdown?
A Sankey diagram visualizes flows from individual business units into the total, with the width of each flow proportional to its revenue contribution, making it ideal for showing how each component feeds the overall total.
The most likely concern with a one-feature, machine-learning model is high error due to:
A model with only one feature is unlikely to capture the true complexity of the data's underlying relationships, leading to systematic underfitting - i.e., high bias.
A data scientist would like to model a complex phenomenon using a large data set composed of categorical, discrete, and continuous variables. After completing exploratory data analysis, the data scientist is reasonably certain that no linear relationship exists between the predictors and the target. Although the phenomenon is complex, the data scientist still wants to maintain the highest possible degree of interpretability in the final model. Which of the following algorithms best meets this objective?
Decision trees capture complex, nonlinear relationships with a transparent, rule-based structure. They remain highly interpretable (each split can be visualized and explained) unlike ensembles (random forests) or neural networks, and they don't rely on linear assumptions.
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