Multiple Choice
The cost of renting premises consists of a plurality of parameters. A real estate company attempts to identify the most significant factors and proposes a multiple regression model based on a sample of n = 18 observations. y = Monthly rent ($) x1 = Surface area (m2) x2 = Historic building (1 = yes, 0 = no) x3 = Prestige of a district (1 to 5 scale) x4 = Parking facilities (1 = yes, 0 = no) x5 = Availability of infrastructure (1 to 5 scale) Suppose that SSRegr = 846,325 and SSTo = 3,900,000. Calculate the values of R2 and adjusted R2. Explain the difference between them.
A) Adjusted R2 is significantly smaller than R2, because R2 itself is rather small.
B) Adjusted R2 is significantly smaller than R2, because the number of predictors is large as compared to the number of observations.
C) Adjusted R2 is significantly larger than R2, because R2 itself is rather small.
D) Adjusted R2 is significantly greater than R2, because the number of predictors is large as compared to the number of observations.
E) The difference between adjusted R2 and R2 is not significant, because R2 is substantial and there are only a few predictors.
Correct Answer:

Verified
Correct Answer:
Verified
Q28: A normal probability plot of the standardized
Q29: Consider a regression analysis with four independent
Q30: Estimate the P-value for the model utility
Q31: In the general additive regression model, the
Q32: A producer of stainless steel products presented
Q33: Two variables x<sub>1</sub> and x<sub>2</sub> are said
Q34: Briefly explain what it means when two
Q35: The largest R<sup>2</sup> for any two-predictor model
Q36: The value of adjusted R<sup>2</sup> is always
Q38: A variable taking on only the values