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There are two players i = 1,2. Each player announces a number xi ? {0, 1, 2,...,10}g and the announcement is done simultaneously. The one who says lower number wins. If the player wins, he gets 1$, if he loses, he gets 0. In case of a tie (i.e., both players announce the same number), the dollar is split equally between both players.
(a) Is there a strictly dominated strategy?
(b) Find all pure strategy equilibria.
First we have to determine the general inflation rate over the project period, then we need to convert the cash flows into actual dollars into equivelant constant dollars with year zero as the base year. Then if the annual inflation free interest ..
Consider the production function in Learning- By-Doing Exercise 7.6: Q = L + K + M.For this production function, the marginal products of labor, capital, and materials are MPL = 1/(2 L), MPK = 1/(2 K), and MPM = 1/(2 M).
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