Solve the matrix games in Problems 19-32, indicating optimal strategies P * and Q * for R and C , respectively, and the value v of the game. (Both strictly and non strictly determined games are included, so check for this first.) 3 − 15 − 2 10
Solve the matrix games in Problems 19-32, indicating optimal strategies P * and Q * for R and C , respectively, and the value v of the game. (Both strictly and non strictly determined games are included, so check for this first.) 3 − 15 − 2 10
Solution Summary: The author calculates the value of v for the game by solving the provided matrix.
Solve the matrix games in Problems 19-32, indicating optimal strategies
P
*
and
Q
*
for
R
and
C
, respectively, and the value
v
of the game. (Both strictly and non strictly determined games are included, so check for this first.)
2. Give an example of a 2-player, zero-sum game with the following properties (by
giving its payoff matrix from the perspective of the row player):
• The row player has strategy set {1, 2} and the column player has strategy set
{C1, C2}
• The security levels of r₁, r2, C1, and c₂ are respectively −1, −2, 4, and 3.
Consider the following matrix representing a two-person zero-
sum game.
-1
4 3
2 -2 3
2
1
-1 2
4
2 0 3
A. Write the primal and dual linear programming problems
associated with this game.
B. Solve the game.
Q5) Using graphical method to solve the following matrix game
B1
B2
B3
A1
1
3
12
A2
8
6
2
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