Assume the utility function, U(X, Y) = 100XY + X + 2Y, where X and Y...
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Assume the utility function, U(X, Y) = 100XY + X + 2Y, where X and Y are consumption goods. Furthermore, assume that 1000kr has to be spent by the individual, and that the unit price of X is 2kr and the price of Y is 4kr. a) Find the values of X and Y that maximizes the utility. Use the substitution method. Show your calculations and assume that the second order conditions are satisfied. b) Find the values of X and Y that maximizes the utility. Use the Lagrangean method. Show your calculations and assume that the second order conditions are satisfied. Assume the utility function, U(X, Y) = 100XY + X + 2Y, where X and Y are consumption goods. Furthermore, assume that 1000kr has to be spent by the individual, and that the unit price of X is 2kr and the price of Y is 4kr. a) Find the values of X and Y that maximizes the utility. Use the substitution method. Show your calculations and assume that the second order conditions are satisfied. b) Find the values of X and Y that maximizes the utility. Use the Lagrangean method. Show your calculations and assume that the second order conditions are satisfied.
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Federal Tax Research
ISBN: 9781285439396
10th edition
Authors: Roby Sawyers, William Raabe, Gerald Whittenburg, Steven Gill
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