Artificial Intelligence & ML

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Cloud ML Services Clustering Methods: K-means, Hierarchical Clustering Methods: K-means, Hierarchical - Advanced Concepts Clustering Methods: K-means, Hierarchical - Applications Clustering Methods: K-means, Hierarchical - Case Studies Clustering Methods: K-means, Hierarchical - Competitive Exam Level Clustering Methods: K-means, Hierarchical - Higher Difficulty Problems Clustering Methods: K-means, Hierarchical - Numerical Applications Clustering Methods: K-means, Hierarchical - Problem Set Clustering Methods: K-means, Hierarchical - Real World Applications CNNs and Deep Learning Basics Decision Trees and Random Forests Decision Trees and Random Forests - Advanced Concepts Decision Trees and Random Forests - Applications Decision Trees and Random Forests - Case Studies Decision Trees and Random Forests - Competitive Exam Level Decision Trees and Random Forests - Higher Difficulty Problems Decision Trees and Random Forests - Numerical Applications Decision Trees and Random Forests - Problem Set Decision Trees and Random Forests - Real World Applications Evaluation Metrics Evaluation Metrics - Advanced Concepts Evaluation Metrics - Applications Evaluation Metrics - Case Studies Evaluation Metrics - Competitive Exam Level Evaluation Metrics - Higher Difficulty Problems Evaluation Metrics - Numerical Applications Evaluation Metrics - Problem Set Evaluation Metrics - Real World Applications Feature Engineering and Model Selection Feature Engineering and Model Selection - Advanced Concepts Feature Engineering and Model Selection - Applications Feature Engineering and Model Selection - Case Studies Feature Engineering and Model Selection - Competitive Exam Level Feature Engineering and Model Selection - Higher Difficulty Problems Feature Engineering and Model Selection - Numerical Applications Feature Engineering and Model Selection - Problem Set Feature Engineering and Model Selection - Real World Applications Linear Regression and Evaluation Linear Regression and Evaluation - Advanced Concepts Linear Regression and Evaluation - Applications Linear Regression and Evaluation - Case Studies Linear Regression and Evaluation - Competitive Exam Level Linear Regression and Evaluation - Higher Difficulty Problems Linear Regression and Evaluation - Numerical Applications Linear Regression and Evaluation - Problem Set Linear Regression and Evaluation - Real World Applications ML Model Deployment - MLOps Model Deployment Basics Model Deployment Basics - Advanced Concepts Model Deployment Basics - Applications Model Deployment Basics - Case Studies Model Deployment Basics - Competitive Exam Level Model Deployment Basics - Higher Difficulty Problems Model Deployment Basics - Numerical Applications Model Deployment Basics - Problem Set Model Deployment Basics - Real World Applications Neural Networks Fundamentals Neural Networks Fundamentals - Advanced Concepts Neural Networks Fundamentals - Applications Neural Networks Fundamentals - Case Studies Neural Networks Fundamentals - Competitive Exam Level Neural Networks Fundamentals - Higher Difficulty Problems Neural Networks Fundamentals - Numerical Applications Neural Networks Fundamentals - Problem Set Neural Networks Fundamentals - Real World Applications NLP - Tokenization, Embeddings Reinforcement Learning Intro RNNs and LSTMs Supervised Learning: Regression and Classification Supervised Learning: Regression and Classification - Advanced Concepts Supervised Learning: Regression and Classification - Applications Supervised Learning: Regression and Classification - Case Studies Supervised Learning: Regression and Classification - Competitive Exam Level Supervised Learning: Regression and Classification - Higher Difficulty Problems Supervised Learning: Regression and Classification - Numerical Applications Supervised Learning: Regression and Classification - Problem Set Supervised Learning: Regression and Classification - Real World Applications Support Vector Machines Overview Support Vector Machines Overview - Advanced Concepts Support Vector Machines Overview - Applications Support Vector Machines Overview - Case Studies Support Vector Machines Overview - Competitive Exam Level Support Vector Machines Overview - Higher Difficulty Problems Support Vector Machines Overview - Numerical Applications Support Vector Machines Overview - Problem Set Support Vector Machines Overview - Real World Applications Unsupervised Learning: Clustering Unsupervised Learning: Clustering - Advanced Concepts Unsupervised Learning: Clustering - Applications Unsupervised Learning: Clustering - Case Studies Unsupervised Learning: Clustering - Competitive Exam Level Unsupervised Learning: Clustering - Higher Difficulty Problems Unsupervised Learning: Clustering - Numerical Applications Unsupervised Learning: Clustering - Problem Set Unsupervised Learning: Clustering - Real World Applications
Q. In hierarchical clustering, what is the result of the agglomerative approach?
  • A. Clusters are formed by splitting larger clusters
  • B. Clusters are formed by merging smaller clusters
  • C. Clusters are formed randomly
  • D. Clusters are formed based on a predefined number
Q. In K-Means clustering, what does the 'K' represent?
  • A. The number of features
  • B. The number of clusters
  • C. The number of iterations
  • D. The number of data points
Q. In K-means clustering, what happens if K is set too high?
  • A. Clusters become too large
  • B. Overfitting occurs
  • C. Underfitting occurs
  • D. No effect
Q. In K-means clustering, what happens if the initial centroids are poorly chosen?
  • A. The algorithm will always converge to the global minimum
  • B. The algorithm may converge to a local minimum
  • C. The algorithm will not run
  • D. The clusters will be perfectly formed
Q. In linear regression, what does multicollinearity refer to?
  • A. High correlation between the dependent variable and independent variables
  • B. High correlation among independent variables
  • C. Low variance in the dependent variable
  • D. Independence of residuals
Q. In linear regression, what does the term 'overfitting' refer to?
  • A. The model performs well on training data but poorly on unseen data
  • B. The model is too simple to capture the underlying trend
  • C. The model has too few features
  • D. The model is perfectly accurate
Q. In linear regression, what does the term 'residual' refer to?
  • A. The predicted value of the dependent variable
  • B. The difference between the observed and predicted values
  • C. The slope of the regression line
  • D. The intercept of the regression line
Q. In linear regression, what does the term 'slope' represent?
  • A. The intercept of the regression line
  • B. The change in the dependent variable for a one-unit change in the independent variable
  • C. The overall error of the model
  • D. The strength of the relationship between variables
Q. In logistic regression, what is the output of the model?
  • A. A continuous value
  • B. A probability between 0 and 1
  • C. A categorical label
  • D. A binary decision tree
Q. In natural language processing, how are neural networks commonly used?
  • A. Generating random text
  • B. Translating languages
  • C. Storing data
  • D. Creating databases
Q. In natural language processing, neural networks are often used for which task?
  • A. Image segmentation
  • B. Sentiment analysis
  • C. Data mining
  • D. Network security
Q. In Random Forests, how are individual trees typically trained?
  • A. On the entire dataset.
  • B. On a random subset of the data.
  • C. Using only the most important features.
  • D. With no data at all.
Q. In Random Forests, how are the individual trees trained?
  • A. On the entire dataset without any modifications.
  • B. Using a bootstrapped sample of the dataset.
  • C. On a subset of features only.
  • D. Using the same random seed for all trees.
Q. In Random Forests, how are the trees typically constructed?
  • A. Using all features for each split.
  • B. Using a random subset of features for each split.
  • C. Using only the most important feature.
  • D. Using a fixed number of features for all trees.
Q. In Random Forests, what does 'bagging' refer to?
  • A. Using all available features for each tree.
  • B. Randomly selecting subsets of data to train each tree.
  • C. Combining predictions from multiple models.
  • D. Pruning trees to improve performance.
Q. In Random Forests, what does the term 'feature randomness' refer to?
  • A. Randomly selecting features for each tree
  • B. Randomly selecting data points for training
  • C. Randomly assigning labels to data
  • D. Randomly adjusting tree depth
Q. In Random Forests, what does the term 'out-of-bag error' refer to?
  • A. Error on the training set
  • B. Error on unseen data
  • C. Error calculated from the samples not used in training a tree
  • D. Error from the final ensemble model
Q. In Random Forests, what is the purpose of bootstrapping?
  • A. To reduce the number of features
  • B. To create multiple subsets of the training data
  • C. To increase the depth of trees
  • D. To improve interpretability
Q. In regression analysis, what does R-squared indicate?
  • A. The strength of the relationship between variables
  • B. The proportion of variance explained by the model
  • C. The accuracy of predictions
  • D. The number of features used in the model
Q. In regression analysis, what does the term 'overfitting' refer to?
  • A. The model performs well on training data but poorly on unseen data
  • B. The model is too simple to capture the underlying trend
  • C. The model has too few features
  • D. The model is perfectly accurate
Q. In regression tasks, which metric is typically used to measure the difference between predicted and actual values?
  • A. F1 Score
  • B. Mean Absolute Error
  • C. Confusion Matrix
  • D. Precision
Q. In reinforcement learning, what is an 'agent'?
  • A. A data point in a dataset
  • B. A model that predicts outcomes
  • C. An entity that takes actions in an environment
  • D. A method for evaluating performance
Q. In supervised learning, what does overfitting refer to?
  • A. Model performs well on training data but poorly on unseen data
  • B. Model performs poorly on both training and unseen data
  • C. Model generalizes well to new data
  • D. Model is too simple to capture the underlying trend
Q. In supervised learning, what is the primary goal of regression algorithms?
  • A. To classify data into categories
  • B. To predict continuous outcomes
  • C. To cluster similar data points
  • D. To reduce dimensionality
Q. In supervised learning, what is the primary purpose of the training dataset?
  • A. To evaluate model performance
  • B. To make predictions on new data
  • C. To train the model on known outcomes
  • D. To visualize data distributions
Q. In supervised learning, what is the role of the target variable?
  • A. To provide input features for the model
  • B. To evaluate the model's performance
  • C. To serve as the output that the model predicts
  • D. To determine the model's complexity
Q. In supervised learning, what is the role of the training dataset?
  • A. To evaluate the model's performance
  • B. To tune hyperparameters
  • C. To train the model to learn patterns
  • D. To visualize data
Q. In supervised learning, what is the role of the training set?
  • A. To evaluate the model's performance
  • B. To tune hyperparameters
  • C. To train the model on labeled data
  • D. To visualize the data
Q. In SVM, what are support vectors?
  • A. Data points that are farthest from the decision boundary
  • B. Data points that lie on the decision boundary
  • C. Data points that are misclassified
  • D. All data points in the dataset
Q. In SVM, what does the term 'support vectors' refer to?
  • A. Data points that are farthest from the decision boundary
  • B. Data points that lie on the decision boundary
  • C. All data points in the dataset
  • D. Data points that are misclassified
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