(a) (b) (c) functions. Find the best response function of each partner. Draw the best response Solve for the Nash equilibrium of this game. Now assume that b = - (This implies that the effort levels have negative synergies.) Solve for the best response functions in this case and draw them.
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- PER-UNIT COST (Dollars) Jouet is a profit-maximizing firm producing toy trains-a capital-intensive good-which are sold in its home country, France, and abroad in Russia. Jouet chose foreign production as a method of penetrating the Russian market and has to decide whether it is more efficient to directly invest in ussia to establish a production subsidiary or to license the technology to a Russian firm to produce its goods. n the following graph, AVCR is the average variable cost curve of a Russian firm producing toy trains. (This curve represents costs such as labor nd materials.) The curve ATCsidiary represents the total unit costs Le Jouet will face if it establishes a subsidiary in Russia. ATCudary AVC Russia 15 20 4 60 75 90 105 120 130 150 PRODUCT (Thousands)An Accra Chemical Factory discharges waste products into a river. These wastes kill many tilapia that are swimming upstream to spawn. While there will no doubt be other ecological damages from the chemical effluent, we wish to focus on those of the fishery. Let E be the tonnes of chemical effluent discharged per month. The equation for Marginal Damages (MD) is MD = 6E. The firm’s Marginal Abatement Cost (MAC) is given by MAC = 800 – 10E. a. Sketch the MD and MAC functions graphically on the same axes. b. Suppose E0 is the point where MAC = 0. Find the total damages (TD) to fishery by the factory per month.An Accra Chemical Factory discharges waste products into a river. These wastes kill many tilapia that are swimming upstream to spawn. While there will no doubt be other ecological damages from the chemical effluent, we wish to focus on those of the fishery. Let E be the tonnes of chemical effluent discharged per month. The equation for Marginal Damages (MD) is MD = 6E. The firm’s Marginal Abatement Cost (MAC) is given by MAC = 800 – 10E. a. Suppose the government invokes a liability law that requires polluters to compensate those damaged in an amount equal to the damages caused. Will the factory change its emission levels in response to the liability laws? Explain. b. If E* is the socially efficient level of emission, prove that reducing effluent to E* is a better strategy for the chemical factory than not reducing waster discharged and staying at E0.
- Suppose there is a joint project that generates an amount 10 for each of the individuals A and B, provided the sum total of A's and B's investments in the project is at least 7. Suppose A's investment is denoted by x and B's by y, where r and y can take any values in {0,1,2,3,4..8,9,10}. A player always has to incur the cost of the investment (equal to æ or y respectively) and gets the benefit if and only if the project goes ahead. Suppose each player is interested in his own net benefit (benefit-cost) and players choose their investment levels simultaneously. The following relate to pure strategies. (a) Is there a Nash equilibrium in which both players invest 0? (b) Is there a Nash equilibrium in which one player invests 0 and the other does not? (c) What is the lowest payoff a player can get in any Nash equilibrium?Each time a song is played on the radio, the record company and the songwriter are paid a royalty of $0.30.Of the total, 75% goes to the company and the rest to the writer. If on a network of 50 radio stations, a certainsong is played 4 times a day during the first week and then 20 times a day for the next three weeks, how muchdoes the network owe in royalties for the four weeks? How much do the record company and the songwriterreceive each>A Moving to another question will save this response. uestion 8 It is possible for companies to use some combination of push and pull strategy. True False Moving to another question will save this response. 10 #3 00 3. 10 5 4) %24
- Only typed answer and don't use chat gpt and please answer correctly Suppose that you can sell as much of a product (in integer units) as you like at $61 per unit. Your marginal cost (MC) for producing the qth unit is given by: MC=9q This means that each unit costs more to produce than the previous one (e.g., the first unit costs 9*1, the second unit (by itself) costs 9*2, etc.). If fixed costs are $50, what is the optimal output level? Please specify your answer as an integer. Also, assume that a competitive firm has the total cost function: TC = 1q3 - 40q2 + 710q + 1700 Suppose the price of the firm's output (sold in integer units) is $550 per unit. Using tables (but not calculus) to find a solution, what is the total profit at the optimal output level? Please specify your answer as an integer.The wage rate of Zeta Corp. employees is 20 million per month, while the cost of one unit of machine is 80 million per month. Currently, Zeta Corp. produces 100 units of output and employs 20 employees and uses 5 units of production machines. This combination of factors of production is the most efficient for the company. So If Zeta Corp. wants to increase its output to 200 units but it cannot change its number of machines (from 5 units), what is the optimal number of employees and production costs of Zeta Corp.?W7 Q5 A paper published in the Harvard Business Review points out a new way to calculate economic profit that could be more appropriate for service firms and other people-intensive companies. Instead of focusing on investment and return on investment, the focus is on employee productivity, in terms of both generating revenues and reducing costs. The approach is to first determine economic profit in the conventional way, except that we ignore taxes, so that economic profit is before tax, as follows: Economic profit = Operating profit − Capital charge Assume the following information for a hotel chain that wishes to adopt the new method. The firm has $100 million in operating profit, has $1 billion in investment, and uses a cost of capital rate of 5%, so the capital charge is $50 million and the economic profit is $50 million. Relevant calculations are contained in Part 1 of the following schedule: Part 1: Economic Profit (in thousands, except cost of capital rate) Revenue…
- Alyssa’s Custom Cakes currently sells 4 birthday, 3 wedding,and 2 specialty cakes each month for $45, $155, and $105each, respectively. The cost of labor is $50 per hour (includ-ing benefits) and it takes 90 minutes to produce a birthdaycake, 240 minutes to produce a wedding cake, and 60 min-utes to produce a specialty cake. Alyssa’s current multifactorproductivity ratio is 1.30.a. Use the multifactor productivity ratio provided to calcu-late the average cost of the cakes produced.b. Calculate Alyssa’s labor productivity ratio in dollars perhour for each type of cake c. Based solely on the labor productivity ratio, which cakeshould Alyssa try to sell the most?d. Based on your answer in part (a), is there a type of cakeAlyssa should stop selling?ect of the utility commission's ruling on the profitability of the firm? 15 A company estimates that the demand for its product fluctuates with the price it charges. The demand function is q = 280,000 – 400p where q equals the number of units demanded and p equals the price in dollars. The total cost of producing q units of the product is estimated by the function C = 350,000 + 300q + 0.0015q? (a) Determine how many units q should be produçed in order to maximize annual profit. (b) What price should be charged? (c) What is the annual profit expected to equal? 16 Solve the previous exercise, using the10 logging firms use a forest to collect timber. Each firm i must choose how many trees to cut, gj. The benefit of cutting a tree is 1000 – 2G per tree, where G is the total quantity of trees cut in the forest. The marginal cost of cutting a tree is 10G. Firms do not face any fixed costs. What is the best response function for firm i? 10 j = 1,j = . O 9j = 7 10 1000 – 22j= 1.j =¡9j ,10 1000 – 22=19j O 9j = 7 10 500-Σ-19,