Exhibit 17.4.A researcher wants to examine how the remaining balance on $100,000 loans taken 10-20 years ago depends on whether the loan was a prime or sub-prime loan.He collected a sample of 25 prime loans and 25 sub-prime loans and records the data in the following variables: Balance = the remaining amount of loan to be paid off (in dollars) ,
Time = the time elapsed from taking the loan,
Prime = a dummy variable assuming 1 for prime loans,and 0 for sub-prime loans.
The regression results obtained for the models:
Model A: Balance = β0 + β1Prime + ε
Model B: Balance = β0 + β1Time + β2Prime + β3Time × Prime + ε
Model C: Balance = β0 + β1Prime + β2Time × Prime + ε,
Are summarized below. Note.The values of relevant test statistics are shown in parentheses below the estimated coefficients.
Refer to Exhibit 17.4.Which of the three models would you choose to make the predictions of the remaining loan balance?
A) Model A
B) Model B
C) Model C
D) Any model
Correct Answer:
Verified
Q57: The model y = β0 + β1x
Q61: Exhibit 17.3.Consider the regression model, Humidity =
Q62: In the model y = β0 +
Q64: In the regression equation Q65: Exhibit 17.4.A researcher wants to examine how Q67: For the model y = β0 + Q68: In the model y = β0 + Q69: Exhibit 17.4.A researcher wants to examine how Q70: Exhibit 17.3.Consider the regression model, Humidity = Q71: Exhibit 17.3.Consider the regression model, Humidity =
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