Typed plz and Asap thanks I will up vote also Question 1 (Consider the following sequential-move game between Ann and Bob. Ann north BoB south visky иpdown (2,6) Ann Nature left 50% (3,10) right 50% (2,5) cold hot (56) (3,4) (4,7) External uncertainty is handled by an outsideplayer called "Nature". Nature chooses "Left" with probability 50%, "Right" with probability 50%. A. Use backward induction tofind the rollback equilibrium. B. What are the rollback equilibrium payoffs? C. How many strategies does each player have?For each player, list all his/her strategies.Question 1Bob.AnnnorthВовConsider the following sequential-move game between Ann andSouthShow Transcribed Textviskyupdown(2,6)ĆAnnnature(2,5)coldhotleft 50% (3,10)right 50%(56)(3,4)(4,7)External uncertainty is handled by an outside player called "Nature". Nature chooses "Left"with probability 50%, "Right" with probability 50%.A. Use backward induction to find the rollback equilibrium.B. What are the rollback equilibrium payoffs?C. How many strategies does each player have? For each player, list all his/her strategies.

The sequential move game for Ann and Bob is given as follows.The probability of Nature for choosing…

Question 1 ( Consider the following sequential-move game between Ann and Bob. Ann north Boв south visky иp down (2,6) Ann Nature left 50% (3,10) right 50% (2,5) cold hot (56) (3,4) (4,7) External uncertainty is handled by an outside player called "Nature". Nature chooses "Left" with probability 50%, "Right" with probability 50%. A. Use backward induction to find the rollback equilibrium. B. What are the rollback equilibrium payoffs? C. How many strategies does each player have? For each player, list all his/her strategies.