ECON301 Lecture Notes - Lecture 7: Pareto Efficiency, Economic Equilibrium, Edgeworth Box

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Pure exchange economy example (a very quick review) Consumer a has a square root utility function ua(xa,ya) = x1/2y1/2 while consumer b has a cobb-douglas utility function ua(xa,ya) = x1/4y3/4. There is one unit of each good allocated between the two consumers according to the following endowment distribution: We solve this particular pure exchange economy as follows: At the consumer equilibrium, the two equations consumer a needs to satisfy are: Meaning we can get demands for xa and ya by subbing (3) into (2) as follows: 2 px and we know that ma = px + py is the endowment income of consumer a, so we sub this in for the ma in (4) to get: (4) (5) 2 py and we know that ma = px + py is the endowment income of consumer a, so we sub this in for the ma in (6) to get: (6)

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