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2 enterprises (1 and 2), are in competition with each other by choosing advertising expenditures. The payoff functions of the two enterprises, if enterprise 1 chooses to spend x and enterprise 2 chooses y to spend in market 1, are given by
u1 (x; y) = 1 + (x - y) (2 - 3x)u2 (x; y) = 1 + (y - x) (1 - 3y)
a) What is the best response functions of enterprise 1 and enterprise 2.
b) Suggest the Nash equilibrium levels of expenditures by each enterprise?
Two samples are said to be independent if they are collected at different points in time. False True
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