Question 1
You are given regression output of a model where the yearly salaries(in $) of CFL defensive players are regressed on their number of tacklesperformed in their career.
Salary=57298+155.26 Tackles
n=167 R2=0.145
(a) What would be the predicted salary of a really bad player?
(b) What is/are the advantages of running this model in log-log form?
(c) Interpret the coefficient in front of the regressor. Would you expectit to be in this range (negative/positive and size)?
(d) Do you believe that the coefficient represents the unbiased effect of an increase in the average number of tackles on the salary of players?
(e) Do you believe this is the correct specification of the model? Whichchanges, if any, would you make?
Question 2
You are regressing the number of kilometers travelled by car per week, alinear and random variable, on years of education and distance between theaddress of the individual and an arbitrarily determined geographic point inthe closest city considered "downtown" for a sample of Canadians.
Do you expect to experience any problems with this regression?
Which ones? Justify and describe which elements (sign and symptoms, consequences
observed in the model) would confirm/infirm your expectations.