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A00-240 Reliable Exam Passing Score - Sasinstitute Exam A00-240 Dumps - SAS Certified Statistical Business Analyst Using SAS 9: Regression And Modeling Credential - Royalholidayclubbed
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SAS Institute Systems Certification A00-240 More detailed information is under below.
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A00-240 PDF DEMO:
QUESTION NO: 1
This question will ask you to provide missing code segments.
A logistic regression model was fit on a data set where 40% of the outcomes were events (TARGET=1) and
60% were non-events (TARGET=0). The analyst knows that the population where the model will be deployed has 5% events and 95% non-events. The analyst also knows that the company's profit margin for correctly targeted events is nine times higher than the company's loss for incorrectly targeted non-event.
Given the following SAS program:
What X and Y values should be added to the program to correctly score the data?
A. X=40, Y=10
B. X=.10, Y=05
C. X=.05, Y=10
D. X=.05, Y=.40
Answer: C
QUESTION NO: 2
Which statistic, calculated from a validation sample, can help decide which model to use for prediction of a binary target variable?
A. Chi Square
B. Adjusted R Square
C. Mallow's Cp
D. Average Squared Error
Answer: D
QUESTION NO: 3
What does the Pearson product moment correlation coefficient measure?
A. linear and nonmonotonic association between two variables
B. nonlinear and nonmonotonic association between two variables
C. nonlinear and monotonic association between two variables
D. linear and monotonic association between two variables
Answer: D
QUESTION NO: 4
A predictive model uses a data set that has several variables with missing values.
What two problems can arise with this model? (Choose two.)
A. New cases with missing values on input variables cannot be scored without extra data processing.
B. Complete case analysis means that fewer observations will be used in the model building process.
C. The model will likely be overfit.
D. There will be a high rate of collinearity among input variables.
Answer: A,B
QUESTION NO: 5
Refer to the confusion matrix:
Calculate the accuracy and error rate (0 - negative outcome, 1 - positive outcome)
A. Accuracy = 83/150, Error Rate = 67/150
B. Accuracy = 58/102, Error Rate = 23/48
C. Accuracy = 25/150, Error Rate = 44/150
D. Accuracy = 83/102, Error Rate = 67/102
Answer: B
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Updated: May 28, 2022
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