1 Market Structure Participants: The firms are assigned a number. Odd numbered firms differ from even numbered firms in their abatement costs. Otherwise firms are the same. Output market: The firms operate in the same country. Each firm produces the same product. Total home country production is small relative to global production so the firms take the market price of 40 per unit of output as given. Production: Each firm's production cost associated with Q units of output is C(Q) Q up to a capacity of 20 (all firms have the same cost function and same capacity constraint). Marginal cost is constant at 1. Pollution: Each unit of output produces one unit of pollution. 1 Pollution abatement: A firm can reduce its emissions by investing in pollution abatement. For odd-numbered firms, the cost of reducing pollution by A units is Cadd(A) = 3A%. For even-numbered firms, the cost is Ceven (A) = A2. Thus, odd- numbered firms have relatively higher abatement costs than even-numbered firms. Marginal abatement costs are 6A for odd-numbered firms and 2A for even-numbered firms. Simplification: There are the same number of odd and even firms. Thus, you can assume that there are only two firms, Firm 1 and Firm 2, to answer the questions that follow 2 No regulation Suppose there is no environmental regulation. What quantity will each firm produce? How much will each firm choose to abate? What will be the profit of each firm? 3 Emission cap Suppose the government of the firms' home country institutes a cap on emissions of 10 units, with each unit of pollution in excess of this limit fined at a rate of 70/unit. A firm's pollution associated with output Q is Q - A. To avoid the fine, a firm must have Q - A