1. 9.2 Mixed Strategies
Two players, Robert and Carol, play a game with payoff matrix (to Robert):
Is the game strictly determined? Why?
Robert has strategy:
What should Carol’s strategy be in order for the game to be fair? Is this possible?
Outcome
R Wins
Probability
(think element)
Row 1, Col 1
Row 1, Col 2
Row 2, Col 1
Row 2, Col 2

2. 9.2 Mixed Strategies
Two players, Raj and Copper, play a game with payoff matrix (to Raj):
Is the game strictly determined? Why?
Raj has strategy:
What should Copper’s strategy be in order for the game to be fair? Is this possible?
Outcome
R Wins
Probability
(think element)
Row 1, Col 1
Row 1, Col 2
Row 2, Col 1
Row 2, Col 2

3. 9.2 Mixed Strategies
Two players, Ray and Chris, play a game with payoff matrix (to Robert):
Is the game strictly determined? Why?
What is the value of the game?
Is the game fair?
How do you know that a payoff matrix is strictly determined?

4. 9.2 Mixed Strategies Problems to complete from section 9.2
Pg #8, 12
Finish worksheet #10