Exercise 2.9 Firms in a competitive industry have production costs C(q)=q²+20q+100 and the industry demand is QD(P)=1200-10P; a) Find the price, the production of the representative company, the production of the industry and the number of companies that will be part of the industry it in the long-term equilibrium. b) Suppose that demand shifts to Q°(P) = 1.800 - 12P. Find the price, quantity and profits of companies in the short term. Calculate the social welfare corresponding to this equilibrium. (c) Calculate the final long-term equilibrium. Describe the adjustment process in a graph.

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Exercise 2.9
Firms in a competitive industry have production costs C(q)=q²+20q+100 and the industry
demand is QD(P)=1200-10P;
a) Find the price, the production of the representative company, the production of the industry
and the number of companies that will be part of the industry it in the long-term equilibrium.
b) Suppose that demand shifts to Qº'(P) = 1.800 - 12P. Find the price, quantity and profits of
companies in the short term. Calculate the social welfare corresponding to this equilibrium.
(c) Calculate the final long-term equilibrium. Describe the adjustment process in a graph.
Transcribed Image Text:Exercise 2.9 Firms in a competitive industry have production costs C(q)=q²+20q+100 and the industry demand is QD(P)=1200-10P; a) Find the price, the production of the representative company, the production of the industry and the number of companies that will be part of the industry it in the long-term equilibrium. b) Suppose that demand shifts to Qº'(P) = 1.800 - 12P. Find the price, quantity and profits of companies in the short term. Calculate the social welfare corresponding to this equilibrium. (c) Calculate the final long-term equilibrium. Describe the adjustment process in a graph.
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