Solve clearly 2) You all know how to play Rock Paper Scissors, and you've seen that there's

Solve clearly

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2) You all know how to play Rock Paper Scissors, and you've seen that there's no pure strategy equilibrium. Kicker Goalie Scissors 1,-1 -1,1 0,0 Rock Paper 0,0 -1,1 Rock Paper 1,-1 0,0 Scissors -1,1 1,-1 Show that the mixed strategy requires Player 1 to play with probabilities p=P2=P3 and Player 2 to play with probabilities q = 92 93 = Here's a hint: p3 = 1- P - P. Also, once you've figured out Player 1's probabilities, you can just assert Player 2's are the same. Why? 1 = = 2) You all know how to play Rock Paper Scissors, and you've seen that there's no pure strategy equilibrium. Kicker Goalie Scissors 1,-1 -1,1 0,0 Rock Paper 0,0 -1,1 Rock Paper 1,-1 0,0 Scissors -1,1 1,-1 Show that the mixed strategy requires Player 1 to play with probabilities p=P2=P3 and Player 2 to play with probabilities q = 92 93 = Here's a hint: p3 = 1- P - P. Also, once you've figured out Player 1's probabilities, you can just assert Player 2's are the same. Why? 1 = =