If this game is played once are there any dominant strategies? What does this mean for Collusion in this 1 -shot version of the game? Suppose now this game is now being played potentially forever, and suppose each Firm now employs a Trigger strategy to always Cooperate by charging a High Price, unless the Other Firm ever charges a Low Price, in which case they will respond by charging a Low Price forever. If the Firm's Discount Rate is 10%--what is the Present Value of Infinite Cooperating (Charging a High Price) What does this mean the Firm should do? What if the Firm's Discount Rate is 40%--what is the Present Value of Infinite Cooperating (Charging a High Price) f instead of the scenario in the Previous question, what ifFirm A and Firm B knew for certain they vould be interacting only 13 more times (once a year)--what would be the expected outcome of the game and why? They would both "Cooperate" and Charge High Price for the first 12 years, then both would "Defect" and Charge Low Price the last year >>> >>> because there is no more benefit from Cooperation They would both "Cooperate" and Charge High Price for all 13 years >>> because it is the Dominant Strategy for both of them They would both "Defect" and Charge Low Price from Year 1 >> because of Backwards induction They would both "Cooperate" and Charge High Price for all 13 years >>> because the repeated interaction generates greater trust