Suppose that William Berl, the manager of the Oldsmobile division of the General motors Corporation, has estimated the following regression equation for Oldsmobile
Q0 = 90,000 – 200P0 + 3,000N + 100I +50PC – 2,000Pg + 5A
Where Q0 = Quantity demand of Oldsmobiles per year
P0 = price of Oldsmobiles, in dollars
N = population of the United States, in millions
I = per capita disposable income, in dollars
PC = price of Chevrolet automobiles, in dollars
Pg= real price of gasoline, in cents per gallon
A = advertising expenditures by Oldsmobile, in dollars per year
a) Indicate the change in the number of Oldsmobiles purchased per year (Q0) for each unit change in the independent, or explanatory, variables.
b) Find the value of Q0 if the average value of PC = $10,000, N = 220 million, I = $12,000, P0 = $9,000, Pg = 100c, and A = $200,000.
c) Derive the equation for the demand curve for Oldsmobiles, and
d) Plot it
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