Could you help me with that? It's Game Theory

2. Normal forms for four different games are presented below. Eliminate strictly dominated strategies to try to simplify, and (possibly) solve the games. Identify all Pure Strategy Nash Equilibria from each game. Player 2 a b (2,12) (1,10) (1,11) Player 1 (0,12) (0,10) (0,11) (0,12) (0,10) (0,13) Player 2 a b (1,1) (-2,0) (4,=1) Player 1 (0,3) (3,1 (5,4) (1,5) (4,2) (6,2) Player 2 a b (73,25 (57,42) 66,32) Player 1 80,26) (35, 12) (32,54) (28,27) (63,31) 54,29) Player 2 a b C d e h A (-1,1) (-1,1) (-1,1 ) (-1,1) (1=1) (1=1) (1=1) (1=1) Player 1 B (1-1) (0,0 (1-1) 0,0) (1-1) (0,0) (1=1) (0,0) (-1,1) (-1,1 ) 0,0) 0,0) (-1,1) (-1,1) (0,0) (0,0)1. Come up with a business or economics situation that can be modeled as a Prisoner's Dilemma. Use a few sentences to describe the situation, and the payoffs to players associated with different decisions. Draw the normal form of the game, and make sure to include all of the relevant information. Identify the dominant and dominated strategies of each player. Identify all Nash Equilibria. Is the Nash Equilibrium Pareto efficient? Why or why not