CompTIA DataX (DY0-001) Practice Exam
CompTIA DataX (DY0-001) Practice Exam
About CompTIA DataX (DY0-001) Exam
The CompTIA DataX certification is the premier skills validation program designed for highly experienced professionals in the fast-paced world of data science. Tailored for individuals with 5+ years of experience in data science, computer science, or a related role, DataX offers a comprehensive framework for mastering advanced data tools and techniques. By earning this certification, professionals can enhance their expertise and advance their careers in the rapidly evolving data science industry.
Skills Acquired
The CompTIA DataX (DY0-001) Exam covers the following topics -
1. Mathematics and Statistics :
- Apply advanced mathematical and statistical methods.
- Gain a deep understanding of data processing, cleaning, statistical modeling, linear algebra, and calculus.
2. Modeling, Analysis, and Outcomes
- Master data analysis techniques.
- Learn to apply appropriate modeling methods and provide justified model recommendations.
3. Machine Learning
- Develop skills in machine learning models.
- Understand core concepts of deep learning to apply in practical scenarios.
4. Operations and Processes
- Understand and implement key data science operations and processes that drive data-driven decisions.
5. Specialized Applications of Data Science
- Stay ahead of industry trends.
- Apply data science knowledge to specialized applications in diverse fields.
Exam Details
- Exam Code: DY0-001
- Exam Languages: English
- Launch Date: Mid 2024
- Total Questions: Maximum of 90 questions
- Type of Questions: Multiple-choice and performance-based
- Exam Duration: 165 minutes
- Passing Score: Pass/Fail only (no scaled score)
- Recommended Experience: 5+ years of experience in data science or a similar role is recommended.
Course Outline
The CompTIA DataX (DY0-001) exam covers the latest topics -
Domain 1 - Understanding Mathematics and Statistics
1.1 Apply appropriate statistical methods and concepts in various scenarios.
- t-tests, Chi-squared test, Analysis of variance (ANOVA)
- Hypothesis testing, Confidence intervals
- Regression performance metrics: R², Adjusted R², RMSE, F-statistic
- Gini index, Entropy, Information gain
- p-value, Type I and Type II errors
- ROC/AUC (Receiver Operating Characteristic/Area Under the Curve)
- AIC/BIC (Akaike/Bayesian Information Criterion)
- Correlation coefficients: Pearson, Spearman
- Confusion matrix and classifier performance metrics (e.g., accuracy, recall, precision, F1 score, Matthews Correlation Coefficient (MCC))
- Central limit theorem, Law of large numbers
1.2 Explain the role of probability and synthetic modeling concepts.
- Types of distributions: Normal, Uniform, Poisson, t, Binomial, Power law
- Skewness, Kurtosis, Heteroskedasticity vs. Homoskedasticity
- Functions: PDF, PMF, CDF
- Monte Carlo simulation, Bootstrapping, Bayes' rule, Expected value
- Types of missing data: Missing at random, Missing completely at random, Not missing at random
- Data techniques: Oversampling, Stratification
1.3 Understand the importance of linear algebra and basic calculus concepts.
- Linear algebra concepts: Rank, Span, Trace, Eigenvalues/Eigenvectors, Basis vectors, Matrix operations (e.g., Multiplication, Transposition, Inversion, Decomposition)
- Distance metrics: Euclidean, Radial, Manhattan, Cosine
- Calculus principles: Partial derivatives, Chain rule, Exponentials, Logarithms
1.4 Compare and contrast various temporal models.
- Time series models: Autoregressive (AR), Moving Average (MA), ARIMA
- Longitudinal studies, Survival analysis (parametric, non-parametric)
- Causal inference techniques: Directed Acyclic Graphs (DAGs), Difference-in-differences, A/B testing, Randomized controlled trials
Domain 2 - Understanding Modeling, Analysis, and Outcomes
2.1 Implement appropriate exploratory data analysis (EDA) methods.
- Techniques: Univariate and Multivariate analysis, Charts/graphs (e.g., Bar plot, Scatter plot, Heat map, Box plot, Histogram, Q-Q plot, Violin plot)
- Feature type identification: Categorical, Discrete, Continuous, Ordinal, Nominal, Binary variables
2.2 Analyze common data issues.
- Data challenges: Sparse data, Non-linearity, Multicollinearity, Seasonality, Outliers, Granularity misalignment
2.3 Apply data enrichment and augmentation techniques.
- Methods: Feature engineering, Data transformation (e.g., One-hot encoding, Label encoding, Normalization, Box-Cox transformation)
- Scaling, Standardization, Data augmentation, Geocoding
2.4 Conduct model design iterations, analyze experimental results, and communicate findings.
- Model performance evaluation: Statistical metrics, Training cost/time, Residual vs. fitted plots
- Model selection, Hyperparameter tuning, Benchmarking against baseline
- Effective communication and report design for various stakeholders.
Domain 3 - Understanding Machine Learning
3.1 Apply foundational machine learning concepts.
- Key principles: Loss functions, Bias-variance tradeoff, Feature selection, Regularization, Cross-validation
- Address challenges like Class imbalance (e.g., SMOTE), Overfitting, Dimensionality reduction
- Ensemble models, Hyperparameter tuning, In-sample vs. Out-of-sample
3.2 Apply supervised learning techniques.
- Regression models: OLS, LASSO, Ridge, Elastic Net
- Classification models: Logistic regression, Naive Bayes, Linear/Quadratic Discriminant Analysis
3.3 - 3.5 Apply tree-based models, deep learning, and unsupervised learning concepts.
- Decision Trees, Random Forest, Boosting (e.g., Gradient boosting, XGBoost)
- Neural networks: ANN, CNN, RNN, Transformers, GANs
- Unsupervised learning: k-means, PCA, t-SNE, UMAP, Clustering methods
Domain 4 - Understanding Operations and Processes
4.1 Understand the role of data science in business functions.
- Key topics: Compliance, Security/Privacy, KPI metrics, Business needs analysis
4.2 Explain data acquisition techniques.
- Data types: Generated, Commercial/public, Synthetic data, including pros/cons, creation processes, and limitations.
4.3 Understand data ingestion/storage, implement data wrangling, best practices, and MLOps principles.
- Concepts: Data formats, Pipelines, Version control, CI/CD pipelines
- Deployment models: Cloud, Hybrid, On-premises, Edge deployment
- Network topology:
- Traveling salesman problem
- Scheduling
- Simplex method
- Non-linear solvers
- Pricing
- Resource allocation
- Bundling
- Boundary cases
- One-armed bandit problem
- Multi-armed bandit problem
- Finding local maxima or minima
- Tokenization/bag of words
- Word embeddings:
- n-grams
- Term Frequency-Inverse Document Frequency (TF-IDF)
- Document-term matrix
- Edit distance
- Large language models:
- Word2Vec
- GloVe
- Lemmatization
- Stop words
- Augmenters
- String indexing
- Stemming
- Part-of-speech (POS) tagging
- Latent Dirichlet Allocation (LDA)
- Other Concepts
- Disambiguation
- Sentiment analysis
- Question answering/dialogue systems
- Named-entity recognition (NER)
- Auto-tagging
- Text generation
- Matching models
- Speech recognition and generation
- Text summarization
- Natural Language Understanding (NLU)
- Natural Language Generation (NLG)
- Optical character recognition (OCR)
- Object/semantic segmentation
- Object detection
- Tracking
- Sensor fusion
- Filter application
- Rotation
- Occlusion
- Spurious noise
- Flipping
- Scaling
- Holes
- Masking
- Cropping
- Graph analysis/graph theory
- Heuristics
- Greedy algorithms
- Reinforcement learning
- Event detection
- Fraud detection
- Anomaly detection
- Multimodal machine learning
- Optimization for edge computing
- Signal processing
What do we offer?
- Full-Length Mock Test with unique questions in each test set
- Practice objective questions with section-wise scores
- In-depth and exhaustive explanation for every question
- Reliable exam reports evaluating strengths and weaknesses
- Latest Questions with an updated version
- Tips & Tricks to crack the test
- Unlimited access
What are our Practice Exams?
- Practice exams have been designed by professionals and domain experts that simulate real-time exam scenario.
- Practice exam questions have been created on the basis of content outlined in the official documentation.
- Each set in the practice exam contains unique questions built with the intent to provide real-time experience to the candidates as well as gain more confidence during exam preparation.
- Practice exams help to self-evaluate against the exam content and work towards building strength to clear the exam.
- You can also create your own practice exam based on your choice and preference