Which of the following statements is false? Group of answer choices 1.The Prisoners’ Dilemma is a type of social dilemma. 2.Every dominant strategy equilibrium is also a Nash equilibrium. 3.Every game has at least one Nash equilibrium. 4.Every game has at least one dominant strategy equilibrium.

Consider a game represented by the following table. Which of the following statements is true? 1 pointThere is no Nash equilibrium. 
 In a Nash equilibrium, both players choose A. In a Nash equilibrium, both players choose B. In a Nash equilibrium, both players choose C. 4.Question 4Concerning the above question 3, which of the following statements is correct? 1 pointThis game is similar to the prisoner’s dilemma in that it has a better outcome than Nash equilibrium for all players.

Choose ALL correct answers:A prisoners' dilemma is a game in which:Group of answer choicesplayers cooperate in arriving at their strategies.all players have a dominant strategy.all players could be better off if neither chose their dominant strategy.both players choose their dominant strategies in the Nash equilibrium.None of the other answers are correct

Consider a prisoner’s dilemma type of game and a coordination type of game. In which type of game are there more Nash equillibrium?Group of answer choicesThey have the same amountCoordinationPrisoner’s dilemmaNone of the above

Which of the following statements are true about a two-player game: All the statements are true None of the statements are true A Nash equilibrium is always characterized by both players bestresponding to the other players’ actions. A Nash equilibrium is always characterized by the highest payoffs of each player.

Concerning the above question 3, which of the following statements is correct? 1 pointThis game is similar to the prisoner’s dilemma in that it has a better outcome than Nash equilibrium for all players. This game is similar to the coordination game in that there are two Nash equilibria. This game is similar to the prisoner’s dilemma in that Nash equilibrium is a better outcome than every other outcome for all players. This game is similar to the coordination game in that each player’s objective is to match his/her behavior with the others.