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Frequently Asked Questions
  • Home
  • Contact Us
  • Online Course
    • 3D Printing Applications
    • Accounting: Principles of Financial Accounting
    • Amazon DynamoDB: Building NoSQL Database-Driven Applications
    • Analyzing Big Data with SQL Quiz Answer
    • Android App Components – Intents, Activities, and Broadcast Receivers
    • Android App Components – Services, Local IPC, and Content Providers
    • API Development on Google Cloud’s Apigee API Platform
    • Applied AI with DeepLearning
    • Artificial Intelligence
    • Big Data, Artificial Intelligence, and Ethics
    • Blockchain and Cryptocurrency Explained
    • Build Your First Android App Quiz (Project-Centered Course)
    • Career planning: resume/CV, cover letter, interview
    • Computer Architecture
    • Cost and Economics in Pricing Strategy
    • Customer Value in Pricing Strategy
  • All Assignments
    • Week 5 Assignments of Data Warehouse Concepts Design and Data Integration
    • Peer graded Assignment Personas Problem Scenarios and Propositions and User Stories
    • Peer-graded Assignment: Positioning Statement & Focal Questions
    • Peer-graded Assignment: Creating and Testing a Demand/Value Hypothesis
    • Supply Chain Logistics Week 4 Peer-Graded Assignment Image Link:
    • Week – 4 Peer-graded Assignment: Build a Logistics Network
    • Supply Chain Logistics Week 2 Peer-Graded Assignment Image
  • Free Course
    • The 48 Best Free Online Spanish Courses To Learn
    • 53 Best Free Anatomy And Physiology Online Accredited Courses In 2021
    • Free Certification Course By Academy Europe
    • Top Free Certification Course By Eduonix
    • Top Free Course On Data Science By Harvard
    • All Udemy Free Certification Courses
    • Top Stanford university Free Courses
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Which of the following features has the highest correlation between two observations in the same cluster?
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What is clustered data?
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You want to fit a model that enables the prediction of a continuous measure of birth weight for all of the newborns at a single large hospital. The data arise from a simple random sample of 500 births, and the predictors including information collected from both the mother and the father.
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You wish to fit a model to a “forced choice” binary dependent variable measuring political party preference (if you had to pick a political party, which would you select: Democratic or Republican?), and examine the relationship of parental political attitudes with the preference of the respondents. Based on the study design,
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You are interested in estimating the relationship between gender (the IV) and a binary indicator of ever having experienced a major depressive disorder (the DV), where both variables were collected from a large national sample that involved area cluster sampling. You also wish to estimate between-cluster variance in the probability of having experienced a major depressive disorder, and explain this variance with the fixed effects of cluster-level covariates.
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After publishing a research paper describing the results from the model fitted for Question #3, you are contacted by 20 other large hospitals, and they wish to contribute to the estimation of a model for predicting birth weight. The team agrees that estimation of the variance in expected birth weight between hospitals and explanation of that variance with hospital-level covariates is a key objective. What type of model would you fit?
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You are interested in predicting the probability that an NCAA men’s basketball team wins their first round game in the annual NCAA men’s basketball tournament, where potential predictors of the binary indicator of winning the first game include a variety of team-level variables measured for each of the 64 teams competing in the first round. There is only one observation per team, and the dependent variable is a binary indicator (1, 0) of whether the team won their first round game.
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What model should we use when our target outcome, or dependent variable is binary, or only has two outputs, 0 and 1?
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Which of our predictors has the largest coefficient?
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What most likely happened to our R-Squared value when we added the third predictor LSTAT to our initial model?
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