Solve the following games. Determine the optimal strategy of each player, Saddle point where it exists and value of game. In case all methods fail, only then formulate LPP equations. Solution of LPP is not required. B' Strategy а. b1 b2 b3 A's Strategy a1 10 15 2 a2 15 17 a3 4 4

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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Question No 4
Solve the following games. Determine the optimal strategy of each player, Saddle point where
it exists and value of game. In case all methods fail, only then formulate LPP equations.
Solution of LPP is not required.
B’ Strategy
а.
b1
b2 b3
A's Strategy
a1
10
15
a2 15
17
3
a3| 4
4
b.
B’ Strategy
b1
b2
b3 b4
A's Strategy al 0
a2-5
1
3
2
4
а3-2
4
3
B’ Strategy
с.
b1
b2 b3
A's Strategy
a1
3
7
a2| 7
9
1
а3] 10
6
d.
B’ Strategy
b1
b2
b3
A’s Strategy
a1
4
7
a2| 5
a3| 8
8.
4
6
B’ Strategy
e.
b1
b2
b3
A's Strategy
a1 |1
-1
a2|-6
-2
a3|8
-5
2
Transcribed Image Text:Question No 4 Solve the following games. Determine the optimal strategy of each player, Saddle point where it exists and value of game. In case all methods fail, only then formulate LPP equations. Solution of LPP is not required. B’ Strategy а. b1 b2 b3 A's Strategy a1 10 15 a2 15 17 3 a3| 4 4 b. B’ Strategy b1 b2 b3 b4 A's Strategy al 0 a2-5 1 3 2 4 а3-2 4 3 B’ Strategy с. b1 b2 b3 A's Strategy a1 3 7 a2| 7 9 1 а3] 10 6 d. B’ Strategy b1 b2 b3 A’s Strategy a1 4 7 a2| 5 a3| 8 8. 4 6 B’ Strategy e. b1 b2 b3 A's Strategy a1 |1 -1 a2|-6 -2 a3|8 -5 2
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