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A "properly mixed strategy" means a mixed strategy that does not assign all the probability to one pure strategy. In other words, it is not a pure strategy. Consider a simultaneous move game with the following payoff matrix:
Player 2
L
R
Player 1
A
4, 0
0, 3
B
2.5, 0
C
1, 1
a) Is pure strategy C strictly dominated by any other pure strategy of player 1? If so, write one out. If not, explain.
b) Is pure strategy C strictly dominated by any proper mixed strategy for player 1? If so, write one out. If not, explain.
c) Is pure strategy C a best response to some mixed strategy of player 2? If so, write one out. If not, explain.
Assume that John has the following preference relation over two goods, bread and bear (x1, x2). He strictly prefers any bundle x over y whenever x haves more bear than y, whatever
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Tuan lives in a town with only one movie rental store. Suppose Tuan’s demand for movie rentals per month is Q = 16- 2P . The movie store currently charges $5 per movie, but is thin
required urgent
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