scs099
03-01-2006, 09:20 AM
Can anybody help me come up with the answers and how to solve these?
We estimate the mileage of a tank of gas for a hybrid car for inner-city driving as:
Distance in miles = alpha + beta*gallons of gas
where distance is in US miles and gas is in gallons (US). The ordinary least squares regression parameters are alpha hat = -2 and beta hat = 15. To use the regression equation in Europe, we express distance in kilometers and gas in liters. For this problem, as that 2 kilometers = 1 US mile and 3 liters = 1 US gallon.
If Y = 100 miles, it equals 200 kilometers
If X = 10 gallons, it equals 30 liters
For the regression equation using distance in kilometers and gas in liters, what is the ordinary least squares estimator B hat?
A. 5 B. 10 C. 15 D.22.5 D 30
Same question but for alpha hat.
A. -2/3 B. -1 C. -2 D. -4 E. -6
We estimate the mileage of a tank of gas for a hybrid car for inner-city driving as:
Distance in miles = alpha + beta*gallons of gas
where distance is in US miles and gas is in gallons (US). The ordinary least squares regression parameters are alpha hat = -2 and beta hat = 15. To use the regression equation in Europe, we express distance in kilometers and gas in liters. For this problem, as that 2 kilometers = 1 US mile and 3 liters = 1 US gallon.
If Y = 100 miles, it equals 200 kilometers
If X = 10 gallons, it equals 30 liters
For the regression equation using distance in kilometers and gas in liters, what is the ordinary least squares estimator B hat?
A. 5 B. 10 C. 15 D.22.5 D 30
Same question but for alpha hat.
A. -2/3 B. -1 C. -2 D. -4 E. -6