2) Consider the game below: II L R 2, 3 3, 3 1, 0 0,1 0, 1 1,0 В M 2.1) Using the above game, demonstrate that the order in which weakly eliminated strategies are eliminated in iterated elimination of weakly dominated strategies (IEWDS) can affect the final outcome. 2.2) Explain why the order of elimination in IESDS does not matter in the above game.

Understanding Business
12th Edition
ISBN:9781259929434
Author:William Nickels
Publisher:William Nickels
Chapter1: Taking Risks And Making Profits Within The Dynamic Business Environment
Section: Chapter Questions
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2) Consider the game below:
II
2, 3
3, 3
В
1,0
0, 1
M
0, 1
1,0
2.1) Using the above game, demonstrate that the order in which weakly eliminated strategies
are eliminated in iterated elimination of weakly dominated strategies (IEWDS) can affect the
final outcome.
2.2) Explain why the order of elimination in IESDS does not matter in the above game.
2.3) Explain why, in any game, any strategy that survives iterated elimination of weakly
dominated strategies (IEWDS) will also survive iterated elimination of strictly dominated
strategies (IESDS). Use formal reasoning and notation to make your answer as clear and
precise as possible.
=
Transcribed Image Text:2) Consider the game below: II 2, 3 3, 3 В 1,0 0, 1 M 0, 1 1,0 2.1) Using the above game, demonstrate that the order in which weakly eliminated strategies are eliminated in iterated elimination of weakly dominated strategies (IEWDS) can affect the final outcome. 2.2) Explain why the order of elimination in IESDS does not matter in the above game. 2.3) Explain why, in any game, any strategy that survives iterated elimination of weakly dominated strategies (IEWDS) will also survive iterated elimination of strictly dominated strategies (IESDS). Use formal reasoning and notation to make your answer as clear and precise as possible. =
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