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Part IV. Internalities In class, we introduced the possibility that internalities and externalities could interact. One consequence is that it might modify the Pigouvian prescription

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Part IV. Internalities In class, we introduced the possibility that internalities and externalities could interact. One consequence is that it might modify the Pigouvian prescription in that the optimal tax rate is not simply equal to marginal damages. However, we noted that if the internality is heterogeneous, this will lead to a Diamond-like second-best situation. We explore this graphically here. Below is a depiction of a market with an internality with two types of agents, labeled "Market for Energy Efficient Good." In this market, some buyers are fully rational (no internality), and some are myopic (have an internality that causes them to undervalue the good). Both types of agents have the same true marginal benefits equal to the line labeled True MB. However, the myopic agents misperceive their benefits and demand too little of the good. Their MB curve is shifted down vertically by $9. The good is sold in a competitive market with a constant marginal cost of production equal to $22. There is also a constant positive externality per unit produced equal to $12. The corresponding social marginal cost curve is drawn. Assume that there are an equal number of myopic and rational agents so that each MB curve represents the same amount of agent. Note that the socially optimal quantity to be consumed by both myopic and rational agents is the same, and it is equal to Q". Market for Energy Efficient Good $ True MB $9 MC=22 SMC=10 Perceived MB of Myopics Q11. If you could impose a different subsidy for rational agents and for myopic agents, what would the two subsidy rates be? Answer subsidy for rational agents: Answer subsidy for myopic agents: 12. What is the second-best subsidy for this good? Answer: 13. Suppose that this second-best subsidy is added to the market. Draw on top of this graph (or replicate your own version by hand if you prefer) and label: (i) the after- subsidy price that results from imposing the second-best tax as P and calculate this value, (ii) the quantity that myopic consumers would choose as QM, (ili) the quantity that rational consumers would choose, and shade and label as @, (iv) the deadweight loss associated with myopic consumers (if any) as DWI", and (v) the deadweight loss associated with rational consumers (if any) as DW LR

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