For fun, you and your friend Bob drive straight towards each other at a high speed. If one of you swervesand the other doesn't, the one who swerves loses. If neither swerves, you both die. Here is the game table:Swerve StraightSwerve(0,0)(1,1)Straight(1,1)(10,10)Identify the two pure strategy Nash Equilibria in this game. Also answer the following two questions:1. What should you do in this game if you give equal credence to the hypotheses that Bob will swerveand that Bob will go straight?2. A third Nash Equilibrium in this game involves randomization. Can you find it? What is the expectedutility for both players if they play that mixed strategy?