A and B play a simultaneous game where they each choose up or down. If the choices...
A and B play a simultaneous game where they each choose up or down. If the choices match, A gets $1 and B gets $0, and if they don’t match, A gets $0 and B gets $1. How many pure Nash equilibrium?
(a.) Zero
(b.)One
(c.) Two
(d.)Three
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A and B play a simultaneous game where they each choose up or
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Consider two players (Rose as player 1 and Kalum as player 2) in which each player has 2 possible actions (Up or Down for Rose; Left or Right for Kalum. This can be represented by a 2x2 game with 8 different numbers (the payoffs). Write out three different games such that: (a) There are zero pure-strategy Nash equilibria. (b) There is exactly one pure-strategy equilibrium. (c) There are two pure-strategy Nash equilibria.
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