Consider the following utility function: U = XY that earns 200 MT and spends on the...
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Consider the following utility function: U = XY that earns 200 MT and spends on the consumption of goods X and Y, whose prices are, respectively: Px = 2 and Py = 1. a) Calculate the Marginal Rate of Substitution of good Y by X and say its meaning. b) What is the optimal basket? The utility achieved? c) Determine the marginal utility value of each asset at that point of equilibrium. Consider the following utility function: U = XY that earns 200 MT and spends on the consumption of goods X and Y, whose prices are, respectively: Px = 2 and Py = 1. a) Calculate the Marginal Rate of Substitution of good Y by X and say its meaning. b) What is the optimal basket? The utility achieved? c) Determine the marginal utility value of each asset at that point of equilibrium.
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