18. Small country has 3 citizens with the utility function U; = (4X; + G)1/4, 1 citizen with the utility function U₁ = (X₁ + 2lnG)¹² and 2 citizens with the utility function U₁ = X₁ + 3G + 7, where X, is the amount of private good consumed by person i, and G is the amount of public good. If the public good costs 8 PLN per unit, and the private good costs 1 PLN per unit, the efficient amount of public good is: a) 5 5) 8 =) 5/8 8/5
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- 2. In this question we will combine a very simplified model of an externality that has long-lasting impacts with the model of discounted utility that we learned in our game theory topic. Consider a hypothetical environmental externality: produced as the byproduct of industrial activity, each unit of emission of a pollutant that is emitted once, today, causes $10 of external harm to society each and every year, starting immediately, forever. Let's say that policymakers apply a discount factor of 8 € (0, 1) to future gains and losses, in an analog of the discounted utility model except for cash payoffs rather than utilities. What would the socially efficient Pigouvian tax on the emission of this pollutant be if we applied a discount factor of (i) 8 = 0.5, (ii) 6 = 0.9, and (iii) 8 = 0.99? Give an intuitive explanation of how to interpret the parameter & in this context, and explain precisely but in simple terms what the goal and effect of the Pigouvian tax would be.2. In this question we will combine a very simplified model of an externality that has long-lasting impacts with the model of discounted utility that we learned in our game theory topic. Consider a hypothetical environmental externality: produced as the byproduct of industrial activity, each unit of emission of a pollutant that is emitted once, today, causes $10 of external harm to society each and every year, starting immediately, forever. Let's say that policymakers apply a discount factor of 8 € (0, 1) to future gains and losses, in an analog of the discounted utility model except for cash payoffs rather than utilities. What would the socially efficient Pigouvian tax on the emission of this pollutant be if we applied a discount factor of (i) 8 = 0.5, (ii) 6 = 0.9, and (iii) 8 = 0.99? Give an intuitive explanation of how to interpret the parameter & in this context, and explain precisely but in simple terms what the goal and effect of the Pigouvian tax would be.6
- Q5 Homework • Unanswered Given these two individual demand curves, what is the equation for the market demand curve for a private good? i. P=200 - 10Q ii. P=200 - (20/3)Q Select an answer and submit. For keyboard navigation, use the up/down arrow keys to select an answer. a P= 200 - 4Q P=200 - 8.33Q P = 100 - 8.33Q d. P = 100 - 1.67Q Unanswered A SubmitSuppose there are two types of households. Each type A household's willingness to pay for the local public good, z, is 100-z. Each type B household's willingness to pay for the local publicgood is 150 - 2z. There are two equally sized communities (Westand East), and the cost per unit of the local public good is $2,000. a) Suppose West has 40 type A households and 10 type B households, and East has 10 type A households and 40 type B households. With a per household tax, find the level of local public good provision under majority voting in each community. b) How would consumer surplus change for each type ofhousehold with Tiebout sorting? Calculate the change in consumer surplus for each type of household.4. Two people, A and B, are deciding whether to put effort into producing a public good or not. Each person, i, can either choose no effort (s; = 0) or yes effort (s; 1). The total public good produced is G = max{SA, SB}. The cost of doing no effort is 0. The cost of doing yes effort is 1.5. The payoff to a player is the total public goods provided (G) minus her personal costs. i. Given a choice by player B, SB, write down player A's utility from choosing no effort. Given a choice by player B, SB, write down player A?s utility from choosing yes effort.
- Consider an economy with a private good and public good. The economy consists of two consumers whose utility functions are 1 u₁(x₁, y) = 1⁄² ln x₁ + 1⁄lny and u₂(x, y) = ln x₂ + ²/² ln y 2 3 The endowment of consumer 1 is w = 2, and endowment of consumer 2 1 is w. 2 = 3, both in units of private goods. The production of public good uses the linear Technology y = z. a. Find the voluntary contributions equilibrium. b. Find Lindahl equilibrium5.. "Since a public good is enjoyed by all members of society, willingness to pay for the good will not diminish as the amount produced increases." Evaluate and use an example to support your answer. This statement is (correct incorrect). Public goods face (increasing, constant, diminishing ) returns like any other good. Consider the number of highways in a town, for example. Citizens of a town are very willing to pay for the first highway, as it produces large gains to the town. Successive highways produce (more and more, less and less ) willingness to pay because the citizens face lower and lower gains from the increased number of highways. In a town of, say 20,000, 15 highways (would, would not) produce much more benefit than just 2 or 3 highways because of ( increasing, constant, diminishing ) returns.Jay is a smoker living in city A. The price for a pack of cigarettes is $6 in city A. The benefit of smoking a pack of cigarettes for Jay is worth $14. Assume that each pack of cigarettes smoked does $6 worth of health damage to the smoker (Jay) in the form of increased cancer risk and $5 worth of health damage to the smoker's neighbors via secondhand smoke. What is the private cost incurred whenever Jay buys a pack of cigarettes (consider all the costs to Jay, including purchase cost and cost of health damage) ? (Please provide one number as the answer, without dollar sign, space, or any other symbol) Is it privately efficient for him to buy a pack of cigarettes at this price? (please input Yes or No, without any other word, symbol or space) What is the public benefit when Jay buys a pack of cigarettes (consider benefits to everyone in the society, in this case, the benefit is to Jay only) ? (Please provide one number as the answer, without dollar sign, space, or any other symbol)…
- 11 Consider a public good, G, that is shared by Consumer A and B. Each can purchase G at the price of $20 per unit. A's marginal benefit from this public good is given by MBA=50-G. If A thinks B is getting 10 units of G, then A's optimal contribution into G will be ? units. On the other hand, if A thinks B is getting 25 units of G, then A's will be optimal contribution into G will be ?units1. Consider two consumers who each choose how to split their income, m, between a private good, x, and a public good. The amount of public good consumer į buys is denoted by g, and the total amount of public good is G. The price of each good is 1 and the consumer's utility functions are as below: u, = 2 log(x,)+log(G) uz = log(x,)+ log(G) a) By referring to the utility functions, explain why goodG satisfies the definition of a public good. b) Find each individual's best-response function. c) Find the Nash Equilibrium amount of public goods purchased. d) Use the Samuelson rule to show that the level of public goods purchased in the Nash Equilibrium is inefficient. Explain your answer.National defense is a good that is nonexcludable and nonrival in consumption. Suppose that instead of national defense being paid for with tax dollars national defense is paid for by voluntary contributions from (potentially) all individuals within Latvia Bob, who is a Latvian citizen, must decide whether he wants to contribute to the national-defense budget. Further, suppose that there are a total of 10 citizens, including Bob. For the optimal amount of safety, each citizen should pay $10. Every $ contributed (by anyone) to the national defense leads to increased security, which each person values at $0.40. This means that every dollar spent on defense is worth $4.00 to Latvia as a whole How much does Bob personally value the increase in national defense when he contributes $10 to the defense fund? Bob's personal value: $ If contributions are voluntary, and assuming people rationally maximize their utility, what is the total contributed to national defense? total contributed…