Suppose that there are two firms producing a homogenous product and competing in Cournot fashion and let the market demand be given by Q= 120 -5 Assume for simplicity that each firm operates with zero total cost. Suppose that two firms collude. How much more profit each firm can obtain relative to Cournot competition? 600 800 200 400
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- Title 1. Two firms have costs of AC 1 = MC 1 = 20 and AC 2 = MC 2 = 16 respectively. Market demand is Q =. Description 1. Two firms have costs of AC1 = MC1 = 20 and AC2 = MC2 = 16 respectively. Market demand is Q = 1000 − 40P. a. Suppose irms practice Bertrand competition, that is, setting prices for their identical products simultaneously. Compute the Nash equilibrium prices. (To avoid technical problems in this question, assume that if irms both have the same price, then the low-cost irm makes all the sales.) b. Compute irm output, irm proit and market output. c. Is total welfare maximised in the Nash equilibrium? If not, suggest an outcome that would maximise total welfare, and compute the deadweight loss in the Nash equilibrium compared with your outcome.Suppose three Cournot competitors, each with costs Ci = 30qi, face an inverse market demand curve of P = 480 – 4Q. Suppose merging will not change costs. a. Find profits for the three firms. Note: Don’t round your answers. How will the profits change for F1 and for F2|3 if F2 and F3 merge? b. Suppose that after the merger occurs, F1 and the new firm F2|3 successfully collude at setting the monopoly price and output, and splitting the resulting monopoly profits. How, if at all, does this change the impact of the merger on F1 and on the merged firm?Yummy Yummy Popcorn, Inc. sells bags of flavored popcorn in a popular mall. As shop owner and operator, you have observed that weekly popcorn sales are well-described by the demand equation: Q = 1,200 - 800P + 2.0A, where A denotes advertising weekly spending (in dollars). You are currently charging $1.50 per bag of popcorn (for which the marginal cost is $.75) and spending $500 per week on advertising. b) Check whether your current $1.50 price is profit maximizing. If not, determine the store’s optimal quantity and price. c) Should the store consider increasing its advertising spending? Why or why not. Please do fast ASAP fast
- Acme Drug Co. has a patent on the drug A-rene, the annual demand for which can be described by the demand curve: Q = 4500 - 300P. Production of the drug requires an annual fixed cost of $3,000 and a per unit marginal cost of $5. (i) How many units of the drug will Acme produce each year, and what price will it charge, in order to maximize its profits? What will be its annual profits? (ii) Now suppose that the Better Drug Co. has discovered B-rene, a new drug which seems to be identical to A-rene in all its effects. If Better enters the market, competition with Acme will conform to a Cournot duopoly. Better’s costs are identical to those of Acme. What would be the equilibrium outcome of this duopoly? Specifically, how much would each firm produce and what would be the price? How much profit would each firm make? Would Better find it profitable to enter the market? (iii) Would it be in the interests of society as a whole for Better Drug to enter into production? Identify the gainers and…The inverse demand for a homogeneous-product Stackelburg duopoly is P=24000-5Q. The cost structures for the leader and the follower respectively are CL(QL)=3000QL and CF(QF)=4000QF. a) What is the followers reaction function? b) Determine the equilibrium output level for both the leader and the follower. Leader output: Follower output: c) Determine the equilibrium markert price $ d) Determine the profits of the leader and the follower. Leader profits: $ Follower profits: $P 14 13 12 11 10 9 8 7 6 5 QD 50 100 150 200 250 300 350 400 450 500 Consider a market with the above demand and two firms. Both firms have a constant marginal cost of 7. 1. What price should these firms charge to maximize total industry profit? (Note: the marginal condition we learned will work here but you need to be careful because the changes in quantity on the schedule are not 1. Because of this, you might want to use a brute force approach here. It's worth thinking about how you would reconcile it with the marginal condition though. Also, the marginal condition doesn't match exactly so take the best number from the schedule.)......... 2. Assuming that if they set the same price, they split the market evenly, what will the profit of each firm be if they both set the above price?....... 3. Now imagine that the firms agree…
- Suppose two firms compete in quantities (Cournot) in a market in which demand is described by: P=260-2Q. each firm incurs no fixed cost but has a marginal cost of 20. Now imagine they collude to produce the monopoly output. Suppose that after the cartel is established, firm 1 decides to cheat on the collusion, assuming the other firm will continue to produce its half of the monopoly output. What will be firm 1's profit if firm 2 continues producing the monopoly outcome? a. 4500 b. 5200 c.4200 d. 4050 Should firm 2 respond and increas their quantity? Yes or NoAssume that two companies (C and D) are duopolists that produce identical products. Demand for the products is given by the following linear demand function:P = 600 - QC - QDwhere QC and QD are the quantities sold by the respective firms and P is the selling price. Total cost functions for the two companies areTCC = 25000 + 100QCTCD = 20000 + 125QDAssume that the firms act independently as in the Cournot model (i.e., each firm assumes that the other firm’s output will not change).a. Determine the long-run equilibrium output and selling price for each firm.b. Determine the total profits for each firm at the equilibrium output found in Part (a).ASAP PLZ You are the manager of Taurus Technologies, and your sole competitor is Spyder Technologies. The two firms’ products are viewed as identical by most consumers. The relevant cost functions are C(Qi) = 2Qi, and the inverse market demand curve for this unique product is given by P = 650 −3 Q. Currently, you and your rival simultaneously (but independently) make production decisions, and the price you fetch for the product depends on the total amount produced by each firm. However, by making an unrecoverable fixed investment of $1,800, Taurus Technologies can bring its product to market before Spyder finalizes production plans. (Assume Taurus Technologies is the leader in this scenario.)What are your profits if you do not make the investment? $ ____What are your profits if you do make the investment?Instructions: Do not include the investment of $1,800 as part of your profit calculation. $ ____ Should you invest the $1,800? multiple choice Yes - the benefits of establishing…
- Firm 1 must decide whether to enter an industry in which firm 2 is an incumbent. To enter this industry, firm 1 must choose to build elther a plant with a small output capacity (S), or large output capacity (L). A plant with small capacity costs $50 to set up; one with large capacity cost $175. In either case, the marginal cost of production is zero. But firm 1 can also opt to stay out (0), in which case it does not incur any type of cost. Firm 2 is able to observe firm 1's decision before deciding whether to expand or not its initial small output capacity operation. Expanding (E) costs firm 2 $76, whereas not expanding (N) incurs no cost for the firm. In either case, the marginal cost of production is also zero. The revenues under the different scenarios are given below. - It only one small firm exists, its revenue is $80, the other earns zero. - if two small firms exist, each earns revenue of $70. - If only one large firm exists, its revenue is $200, the other earns zero. - If…suppose fiat recently entered into an agreement and plan of merger with case for $4.3 billion. prior to the merger, the market for four wheel drive tractors consisted of five firms. the market was highly concentrated, with herfindahl-hirschman index of 2,915. case's share of that market was 13 percent, while fiat comprised just 7 percent of the market. if approved, by how much would the post merger herfindahl-hirschman index increaseTwo firms, A and B, face an inverse market demand function of P = 1200 - 4Q. Each firm has the same cost function Ci = 20qi. Assume the A and B are Stackelberg competitors, and that A is the leader. Derive from profit functions the equilibrium prices, quantities, and profits for A and B. How does the methodology for solving the Stackelberg problem differ from the method for solving the Cournot problem? Why?