complete question
Assume that the Japanese car maker, Toyota has successfully established an assembling plant of cars at Okahandja and its annual production is unknown. Assume that the demand function for the automobile industry is:
Q= β1P + β2PI + β3I + β4Pop + β5i + β6A where Q is the quantity of cars demanded (dependent variable) and is a linear function of all the independent variables; P is the average price of new domestic cars (in N$); PI is the average price for new import cars (in N$); I is disposable income per household (in N$); Pop is population (in millions); i is average interest rate on car loans (in percent); and A is industry advertising expenditures (in N$ millions).
solution
P represents the average price of new domestic cars. Quantity demanded increases with a price decrease. Pl represents the average price of imported cars. An increase in Pl will lead to a decline of imported cars leading to a substitution effect on the production of the Toyota cars. L represents the disposable income per household. An increase in disposable income will increase demand for the car as people have money for consumption, thereby positively affecting the Q. The Pop represents the population in millions. An increase in population increases the demand for cars. The i represents the average interest rate on car loans. A rise in interest rates decreases demand for cars. The A represents the industry advertisement expenditures. An increase in the advertisement increases demands for the cars as people become aware of it.
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