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Q. Two firms compete for consumers who have aggregate Demand x=100-2P. Both firms have constant marginal cost, with MC1=1 also MC2 equal to some constant C>1.
a.) Using Bertrand price competition, illustrate both firms' best response functions & indicate Illustrate what the outcome is for each firms' production also profit.
b.) Using Cournot quantity completion, illustrate both firms' best response functions.
c.) Assume firm 2 moves first also firm 1 move second, as in the Stackelberg model. Illustrate what is the highest value of c such to firm 2 have more profits than firm 1?
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Elucidate how might this allocation under allocation get resolved via the means suggested by the coase theorem.
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A major employer in a small town announces upcoming major layoffs of employees. What should we expect to happen to the consumption functions of the affected employees.
Jimmy has a room which overlooks, from some distance, a major league baseball stadium.
Explain how does a rise in the unemployment rate affect your chances of finding a job which would match your qualifications as a college graduate.
Is this analysis consistent with the proposition which money has real effects in the short run but is neutral in the long run.
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Analyze the equilibrium cost and quantity in this case and label it on your graph. Moreover calculate, deadweight loss, consumer surplus as well as industry profits.
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