--%>

Dominant strategies

ACE and BEST are the only two grocery stores into a remote small town within North Dakota. The owners as each other very small, and trust each other even less. When they cooperate the Antitrust Division of the U.S. Department of Justice will never know. Specified this payoff matrix for ACE and BEST, the dominant strategies: (w) are for neither grocery store to cooperate. (x) are for both stores to cooperate, therefore ensuring that each will make $60,000 annually. (y) will guarantee the greatest total payoff for both stores. (z) should yield similar outcome regardless of how many times these firms play this “game.”

2310_Prisoners Dilemma1.png

I need a good answer on the topic of Economics problems. Please give me your suggestion for the same by using above options.

   Related Questions in Game Theory

  • Q : Game theory according to second mover

    Mr. Smith needs someone to mow his lawn and is interviewing a potential lawnmower, Sam. Throughout the interview, there Mr. Smith refuses to tell Sam what wage he is willing to pay Sam till Sam tells him how much he is willing to work for. Mr. Smith is playing a game

  • Q : Example of a positive-sum game An

    An illustration of a positive-sum game could be: wa) trade between two countries according to the law of comparative advantage. (x) a robbery in which $1000 changes hands and no one is hurt. (y) a robbery in which $1000 changes hands and the mugger is

  • Q : Second Mover Strategy Assume that a car

    Assume that a car dealer tries to acquire a prospective buyer to “tell me your highest probable offer for this car, and we will see when that’s acceptable,” although a customer insists, “I will decide whether to buy after you make your lowest p

  • Q : Go to location of strategic companies

    In this payoff matrix for the location strategies of companies, when ACE fails to anticipate the response of BEST and when ACE locates first: (1) they will both go to location 1, just as they would have while BEST had located first. (2) ACE will go to location 1 and B

  • Q : Problem about Second-Mover Strategy A

    A boxer who is a counterpuncher within place of an aggressor is subsequent a: (1) second-mover strategy. (2) grim strategy. (3) prisoner’s dilemma strategy. (4) rebound strategy. (5) copy-cat strategy. I need a good answer on

  • Q : Game theory implication with Nash

    This payoff matrix in given figure for a two person game needs players to choose that event to attend, and indicates which: (w) Ben would rather attend each event than alone with Alyssa. (x) No matter what Alyssa chooses Ben prefers attending the play to attending the

  • Q : Example of a second mover strategy An

    An instance of a second mover strategy would be a: (1) baseball manager waiting till the other team's manager inserts a pinch hitter before selecting a relief pitcher. (2) firm's decision to lay-off workers. (3) union going on strike while a labor con

  • Q : Game theory according to oligopolists

    The game theory approach supposes that oligopolists: (w) do not maximize profit. (x) act strategically. (y) are actually monopolists in disguise. (z) maximize revenue. I need a good answer on the t

  • Q : Dominant strategy for dilemma of

    Into a classic non-repeating prisoner’s dilemma, there dominant strategy for each prisoner is to: (1) confess. (2) follow a grim strategy. (3) engage within predatory behavior. (4) cheat on all agreements with the police. (5) engage during tit-f

  • Q : Policy of Grim Strategy A decisionmaker

    A decisionmaker [i.e., agent in a game] who never forgives other players who failed to cooperate within a previous encounter as well as who punishes them at each opportunity thereafter is pursuing a policy of: (i) motivated vengeance. (i) grim strateg