![Player 2 9 1-9 Question 4: (15pt total] Consider the following game: X Y Player 1 P A 1,3 2,4 1-PB 0,2 8,0 Suppose Player 1 p](http://img.homeworklib.com/questions/dcac8430-e6a7-11ea-af24-3388b832c790.png?x-oss-process=image/resize,w_560)
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2 1-q 1 4 P A (2,4) B 0,2) (8,0) I-P 1 1 player plays a with probability p, and player 2 plays x with probability a i) E, CA) 1.9 +2:(1-2) q+Q-29 a-q iv) E,CB) og+861-9) of 8 - 89 8- 89
mi) Ex) 3. P+ 2 C1-p) = 3p+2-2p Prz iv) E₂(4) = 4P+ 0.1 - 4p. 9 ) b ) Indifterence strategy for player is E,CA) = ECB) 2-9 = 8-89 2- 8 = - 89ta t6 =114 q +6/7 9 = 6/3
4) Inditterence strategy for player 2 Ez(x) = 624) pt2 = 40 3p=2 P=2² di Mixed Hash equilibrium is, 649,243) (2/3,64) ) Thus the mixed strategies are (617,43) (43,611) nash equilibrium-
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