Consider the following in normal form:
B
S
X
B
4,2
0,0
0,1
S
0,0
2,4
1,3
a. Is there a Nash equilibrium in pure strategies?
b. Are there Nash equilibria in mixed strategies where player 1 associates
positive probability to his two actions and player 2 only to 2 of the 3 actions
associate positive probability?
c. Does a Nash equilibrium exist in mixed strategies where player 1 associates
positive probability to his two actions and player 2 associates positive probability
to his three actions?
Consider the following in normal form: B S X B 4,2 0,0 0,1 S 0,0 2,4 1,3 a. Is there a Nash equilibrium in p
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