For the following problem, round your calculations to the nearest two decimals. In an exchange economy, there are two agents, A and B, and there are 90 total units of x and 22 total units of y. The two consumers have utility functions u (x, y) = xy and u"(x, y) = xy, respectively. Assume the initial endowments are o, = (30, 14) and on (60, 8). Let p be the price of good y, and let the price of good x be 1. In a competitive equilibrium, the amount of good x consumed by agent Ais The amount of good y consumed by agent B is

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For the following problem, round your calculations to the nearest two decimals.
In an exchange economy, there are two agents, A and B, and there are 90 total units of x and 22 total units of y. The two consumers
have utility functions u"(x, y) = xy and u"(x, y) = xy,respectively.
Assume the initial endowments are oA =
(30, 14) and on = (60, 8).
Let p be the price of good y, and let the price of good x be 1. In a competitive equilibrium, the amount of good x consumed by agent A is
The amount of good y consumed by agent B is
Transcribed Image Text:For the following problem, round your calculations to the nearest two decimals. In an exchange economy, there are two agents, A and B, and there are 90 total units of x and 22 total units of y. The two consumers have utility functions u"(x, y) = xy and u"(x, y) = xy,respectively. Assume the initial endowments are oA = (30, 14) and on = (60, 8). Let p be the price of good y, and let the price of good x be 1. In a competitive equilibrium, the amount of good x consumed by agent A is The amount of good y consumed by agent B is
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