Exercise 4: Mixed-Strategy Nash Equilibria Consider the following two-player matrix games. Solve for all (degenerate and non-degenerate) mixed- strategy Nash equilibria. 1. In the first game the players' Bernoulli payoffs are shown in Table 1 below 1,2 Player 2 L R T Player 1 20, 7 5, 4 B 0, 3 10, 6 Table 1: Bernoulli payoffs for game 1 2. In the second game the players' Bernoulli payoffs are shown in Table 2 below U1, U2 Player 2 L R T Player 1 3,5 -1,-2 B 5, 4 2,4 Table 2: Bernoulli payoffs for game 2

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Exercise 4: Mixed-Strategy Nash Equilibria
Consider the following two-player matrix games. Solve for all (degenerate and non-degenerate) mixed-
strategy Nash equilibria.
1. In the first game the players' Bernoulli payoffs are shown in Table 1 below
1,2
Player 2
L
R
T
Player 1
20, 7
5, 4
B
0, 3
10, 6
Table 1: Bernoulli payoffs for game 1
2. In the second game the players' Bernoulli payoffs are shown in Table 2 below
U1, U2
Player 2
L
R
T
Player 1
3,5
-1,-2
B
5, 4
2,4
Table 2: Bernoulli payoffs for game 2
Transcribed Image Text:Exercise 4: Mixed-Strategy Nash Equilibria Consider the following two-player matrix games. Solve for all (degenerate and non-degenerate) mixed- strategy Nash equilibria. 1. In the first game the players' Bernoulli payoffs are shown in Table 1 below 1,2 Player 2 L R T Player 1 20, 7 5, 4 B 0, 3 10, 6 Table 1: Bernoulli payoffs for game 1 2. In the second game the players' Bernoulli payoffs are shown in Table 2 below U1, U2 Player 2 L R T Player 1 3,5 -1,-2 B 5, 4 2,4 Table 2: Bernoulli payoffs for game 2
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