MACROECONOMICS >IA<
MACROECONOMICS >IA<
FD Edition
ISBN: 9781260510904
Author: McConnell
Publisher: MCG
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Chapter 3.A, Problem 6ARQ
To determine

Demand and supply.

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To examine the effects of a subsidy, consider the large passenger jetliners market with two firms that sell identical products, Firm 1 and Firm 2. Without any subsidy, both firms will have the same cost functions of C(q) = 40q and MC = 40. The market demand is P = 100 – Q.   NEED CALCULATION HELP PLEASE!!!   Solve for the Cournot equilibrium price, quantities, and profits for each firm given the same MC= 40. Compare the deadweight loss in a monopoly, a Cournot duopoly, and a Bertrand duopoly if both firms have the same marginal cost of 40. How would this market change if Firm 2 receives a subsidy lowering the marginal cost to 25 and Firm 1's marginal cost remains at 40. Calculate new market equilibrium quantity, price, and profits for each firm. Calculate the change in welfare after the subsidy. In this case welfare is defined as the Firm 2’s profit minus the subsidy. Who gains from the subsidy? Explain
The daily demand of two firms Firm 1 and Firm 2 producing two products is given by : D1 = 5 - 22P1 + 11P2 D2 = 50 - 22P1 + 11P2 These are the only firms producing the products. MC of Firm 1 is $0.5 per product and MC of Firm 2 is $2 per product. Q1. Calculate the equilibrium quantity and price of both the firms. You may assume that firms want to maximise the profits. Q2.Calculate producer surplus and deadweight loss.
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