1. Transform the following extensive game into a matrix, including the player, strategies and payoffs. L1 R1 1 T 1 B L2 R2

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1. Transform the following extensive game into a matrix, including the player, strategies and
payoffs.
1,2
L1
T1
2,1
R1
1
T
B1
0,0
1
B
T2
0,0
L2
B2
1,2
R2
2,3
a) Using the Best Response, identify all existing equilibriums for this game.
b) Are any of these equilibriums is NOT a SPNE? Which one and why?
Transcribed Image Text:1. Transform the following extensive game into a matrix, including the player, strategies and payoffs. 1,2 L1 T1 2,1 R1 1 T B1 0,0 1 B T2 0,0 L2 B2 1,2 R2 2,3 a) Using the Best Response, identify all existing equilibriums for this game. b) Are any of these equilibriums is NOT a SPNE? Which one and why?
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