Hello,

Can someone help me solve this assignment?

Consider the following game. Player A can choose the strategies U and D while player B can choose between strategies L and R. Players A's payoff is given by the first coordinates and player B's is given by the second. Player B L R U Player A (1, -2) (-4, 2) D (-1, 3) (3, -5) (a) Identify all (pure-strategy) Nash equilibria (NE). Now we change the game by taking the absolute value of all te payoffs, that is the game can now be written in matrix form as:Player B L R U Player A (1, 2) (4, 2) (1, 3) (3, 5) (b) Identify the NE of this modified game