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Module 5 Review

Nick Feldman 16 questions

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Questions in this quiz (16)

  1. 1What is typically the best type of model?
    1. ASimplest Model
    2. BComplex Model
    3. CIntricate Model
    4. DMachine Learning Model
  2. 2Which term describes how much an input must change to double the odds for the desired output?
    1. ADoubling Amount
    2. BOdds Ratio
    3. CPoint Estimate
    4. DLeverage Point
  3. 3Which of the following methods do we use to best fit the data in Logistic Regression?
    1. AMaximum Likelihood
    2. BJaccard distance
    3. CLeast Square Error
    4. DBoth A and B
  4. 4One of the very good methods to analyze the performance of Logistic Regression is AIC, which is like R-Squared in Linear Regression. Which of the following is true about AIC?
    1. AWe prefer a model with minimum AIC value
    2. BWe prefer a model with maximum AIC value
    3. CBoth depend on the situation
    4. DNone of these
  5. 5What is the best model selection criteria when the goal is classification(decisions) in Logistic Regression
    1. ALow Misclassification Rate value
    2. BValidation error
    3. CAIC
    4. DNone of these
  6. 6Why do we need coding consolidation for non-numeric input variables
    1. ATo overcome the problem of exploding dimensions
    2. BTo make data size less
    3. CTo increase model complexity
    4. DNone of these
  7. 7How do we handle high leverage points in an input (X) variable for LR model?
    1. ATransformation of input variables
    2. BExclude high leverage points from LR model
    3. CBoth
    4. DNone of these
  8. 8The logit link function transform probabilities ( between 0 to 1) to logit score between ………………………….
    1. A- ∞ to ∞
    2. B-1 to 1
    3. C0 to ∞
    4. D-1 to 0
  9. 9Which of the following steps help in selecting useful inputs for regressionn
    1. ASequential Selection
    2. BPrediction Formula
    3. CBest Model Selection from sequence
    4. DNone of these
  10. 10Which of the following functions signify secondary outcome training cases
    1. AΣlog(1−pi)
    2. BΣlog(pi)
    3. CΣlog(1+pi)
    4. DΣlog(1/pi)

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Quiz on Module 5 Review, created by Nick Feldman on 01/05/2022.
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