The equilibrium number of firms in the United States automobile market without trade is 3.
a. In an equilibrium with free entry, the equation would be P = AC.
U.S = 17,000+150/n = (5billion/(3million/n)) + 17,000
150/n = 50
n = 150/50 = 3 .
b. U.S. = 17,050 and Europe = 17,037.50
Equilibrium is given by P=AC; where P = c + 1(bXn) and AC = (nXF)/S + c
P = 17,000 + (150/n) and AC = (n*5,000,000,000)/S + 17,000
In U.S . 17,000 + (150/n) = (n*5,000,000,000/300,000,000) + 17,000
Solving for n we get; n=3
P=17,000 + 150/3 = $17,050
In Europe 17,000 + (150/n) = (n*5,000,000,000/533,000,000) + 17,000
Solving for n we get; n=4
P=17,000 + 150/4 = $17,037.50
c. Equilibrium is given by P=AC
AC = (n*5,000,000,000)/833,000,000 + 17,000
P=AC
Thus 17,000 + (150/n) = (n*5,000,000,000)/833,000,000 + 17,000
n =5
P= 17,000 + 150/5 = $17,030
d. As the price falls to $17,030, which is lower than the price that the consumers in each country faced prior to trade thus the consumers in both areas are better off and also have more choices.
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