3. Consider the utility function: u (x1, x2) = In (1 + x1) + In (1 + x2) With the Marshallian demand function for good 1 and 2: y+ P2 – P1 x1 (p, y) 2p1 y+ Pi – P2 2p2 x2 (p, y)
3. Consider the utility function: u (x1, x2) = In (1 + x1) + In (1 + x2) With the Marshallian demand function for good 1 and 2: y+ P2 – P1 x1 (p, y) 2p1 y+ Pi – P2 2p2 x2 (p, y)
Chapter3: Preferences And Utility
Section: Chapter Questions
Problem 3.8P: Find utility functions given each of the following indifferencecurves [defined by U()=k ]: a....
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