Question
Two players, Renee and Carlos, play a game with the given payoff matrix. 3 - 2...
Two players, Renee and Carlos, play a game with the given payoff matrix. 3 - 2 -2 1 Is the game strictly determined? Determine the optimal mixed strategy for each player. What is the value of the game? Choose the correct answer below. The game is not strictly determined. The game is strictly determined. The optimal mixed strategy for Renee, R, is (Simplify your answer.) The optimal mixed strategy for Carlos, C, is (Simplify your answer.) The value of the game is
Answers
3 Payoff Mattix = 2 ca R's t- R=[. I-p] [2] expected value of strategy = [p lp] 18352] = [3p-3(18) -3P+1[_05] [-] - [5p-2 -3p+1] 3p+1] [22] - [[$p-2)2 +(-3p+1)(1-2)] - 5p9-29 -3P+1+389-9 = 1 + 8P9 - 34-3P 12 +8(P – 3) (9-3) = 3/5 1923 R=[/ تا [ slu slo Volue of gone is = 8
![3 Payoff Mattix = 2 ca Rs t- R=[. I-p] [2] expected value of strategy = [p lp] 18352] = [3p-3(18) -3P+1[_05] [-] - [5p-2 -3p](http://img.homeworklib.com/questions/9941dfc0-8827-11eb-bfb5-3b8dc19aaa30.png?x-oss-process=image/resize,w_560)
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