Consider the game in the table below. Does Firm A have a strictly dominant strategy? Enter 111 for YES, 222 for NO and 999 for UNCERTAIN Firm A Left Right Up 7,7 10,12 Firm B Down 3,16 5,8
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- Consider the game in the table below. Does Firm A have a strictly dominant strategy? Enter 111 for YES, 222 for NO and 999 for UNCERTAIN Firm A Left Right Firm B Up 7,7 10,12 Down 3,11 4,8Consider a bankruptcy game with two risk neutral players where V =$800,000, C1= $300,000 and C2=$800,000 a) What is the Kalai-Smorodinsky bargaining solution?Suppose that there are two firms in a market, firm 1 and firm 2. The marketis declining in size. The game starts in period 0, and the firms can compete in periods 0, 1,2, 3, ... (i.e., indefinitely) if they so choose. Duopoly profits in period t for firm 1 are equalto 105 −10t, and they are 10.5 −t for firm 2. Monopoly profits (those if a firm is the onlyone left in the market) are 510 −25t for firm 1 and 51 −2t for firm 2. At the start of eachperiod, each firm must decide either to “stay in” or “exit” if it is still active (they do sosimultaneously if both are still active). Once a firm exits, it is out of the market forever andearns zero in each period thereafter. Firms maximize their (undiscounted) sum of profits.What is this game’s subgame perfect Nash equilibrium?
- Consider a bankruptcy game with two risk neutral players where V =$800,000, C1= $300,000 and C2=$800,000. a) What is the Nash bargaining solution?1. What are the advantages and disadvantages of collusion? Define Collusion 2. In a Stackelberg game, what is the best response that follower firm 2 can make to the choice y1 already made by the leader, firm 1? Defining the game and provide an example of the best response.Economics Consider an infinitely repeated game played between two firms with the following payoffs (firm 1 is listed first): · (250, 290) if both firms deviate · (290, 330) if both firms cooperate · (230, 370) if only firm 2 deviates · (350, 270) if only firm 1 deviates a. What probability-adjusted discount factor would ensure that Firm 1 would cooperate in a Nash equilibrium if Firm 2 applied a trigger strategy in the event that Firm 1 deviated? b. What probability-adjusted discount factor would ensure that Firm 2 would cooperate in a Nash equilibrium if Firm 1 applied a trigger strategy in the event that Firm 2 deviated?
- Consider a bankruptcy game with two risk-neutral players where V = $600,000, C1 = $400,000, and C2 = $800,000. What is the Nash bargaining solution?13) Two identical firms are engaged in Cournot competition, with cost functionsTCA(QA) = 30 QA and TCB(QB) = 30 QB. The market demand is given by P = 480 –3Q.a) Plot the best response functions and report the Cournot-Nash equilibrium quantities, price and profits.b) What are the prices, quantities, and profits for the firms if they decide to collude and share profits equally?c) Show that firms have an incentive the deviate from the collusive outcome.d) Find the Stackelberg equilibrium if A leads and B follows.e) Show the equilibria in the previous parts on the inverse demand function. Calculate and identify consumersurplus and deadweight loss in each equilibrium. If you can only answer a limited amount of questions, please answer d and e :)Assume there are two firms X and Y, considering which of two alternative prices to charge, £25 or £19 for X and £20 or £15 for Y. The firms make their decisions simultaneously: i.e. neither firm knows the price choice of its rival. The various profits are illustrated in the following pay-off matrix: Strategies and payoffs for X are in blue and for Y in red. (a) What is firm Y’s best response to each of the two different prices firm X could charge? Does firm Y have a dominant strategy? (b)What is firm X’s best response to each of the different prices firm Y could charge? Does firm X have a dominant strategy? (C) What is/are the Nash equilibrium/equilbria? What is the most likely outcome of this game? Explain your answer.
- Consider a situation where two firms, 1 and 2, compete by choosing prices simultaneously. Theycan either compete (charge a low price) or cooperate (collude, charging a high price). The firmsplay this competition game repeatedly and indefinitely, using a grim trigger strategy toincentivize cooperation. They use the same interest rate, i, to discount future payoffs. Payoffsare $4,050 when both firms cooperate and $3,600 when they compete. If one firm charge a lowprice while the other charges a high price, the firm charging the low price gets $7,200, and theother gets zero, but now assume there is a 10% chance that aregulatory agency will give both firms a $1,500 fine in each period if they are caught colluding.Find the condition on the interest rate, i , necessary for sustaining the cooperative equilibrium.Which of the following statements is correct?(a) For any i < 1/7 the firms will cooperate.(b) For any i < 1/11 the firms will cooperate.(c) For any i > 1/11 the firms will…The following payoff matrix shows the possible sentence that two suspects , who are arrested on suspicion on car threft,could recieve. The suspects are intarogated seperately and are unable to communicate with one another. For the information given in the payoff matrix above: a. Is there a dominant strategy. b. What is the dominant strategy? How do you know? c. Is there a Nash equilibirium ? How do you know?q52 If you advertise and your rival advertises, you each will earn 14 million in profits. If neither of you advertises, you will each earn 20 million in profits. However, if one of you advertises and the other does not, the firm that advertises will earn 10 million and the non-advertising firm will earn 16 million. If you and your rival plan to be in business for only one year, the Nash equilibrium is a. for each firm to advertise. b. for the other firm to advertise and your firm not to advertise. c. for your firm to advertise and the other not to advertise. d. for neither firm to advertise.
