Let the following simultaneous game matrix be used L1 and L2 are the strategies of the player Line Cl and C2 are the strategies of the player Column We reason here in pure strategies and in mixed...


Let the following simultaneous game matrix be used<br>L1 and L2 are the strategies of the player Line<br>Cl and C2 are the strategies of the player Column<br>We reason here in pure strategies and in mixed strategies<br>С1 C2<br>L1(2, 1) (0, 0)<br>L2 (0, 0) (1, 2)<br>Please select one answer:<br>a.<br>In this game, there is no balance in pure strategies and the balance in mixed strategies is (2/3; 1/3)<br>b.<br>In this game, there is an equilibrium in pure strategies and the equilibrium in mixed strategies is (2/3; 1/3)<br>c.<br>In this game, there are two pure strategy equilibria and the mixed strategy equilibrium is (2/3; 2/3)<br>d.<br>In this game, there are two pure strategy equilibria and the mixed strategy equilibrium is (2/3; 1/3)<br>e.<br>In this game, there are two equilibria in pure strategies and no equilibrium in mixed strategies<br>

Extracted text: Let the following simultaneous game matrix be used L1 and L2 are the strategies of the player Line Cl and C2 are the strategies of the player Column We reason here in pure strategies and in mixed strategies С1 C2 L1(2, 1) (0, 0) L2 (0, 0) (1, 2) Please select one answer: a. In this game, there is no balance in pure strategies and the balance in mixed strategies is (2/3; 1/3) b. In this game, there is an equilibrium in pure strategies and the equilibrium in mixed strategies is (2/3; 1/3) c. In this game, there are two pure strategy equilibria and the mixed strategy equilibrium is (2/3; 2/3) d. In this game, there are two pure strategy equilibria and the mixed strategy equilibrium is (2/3; 1/3) e. In this game, there are two equilibria in pure strategies and no equilibrium in mixed strategies

Jun 06, 2022
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