A consumer has utility function U(21, 2) =4 +8 where z and zz are the two goods. Market prices are given by p (PL.P2) and the consumer's income is given by y. Ex. 1 • Set up the utility maximization problem and derive the Walrasian demand for the two goods. • Compute the elasticity of the demand for good z2 with respect to income y. Which kind of good is good z2? Compute the indirect utility function v(p; y) and verify its main properties.
A consumer has utility function U(21, 2) =4 +8 where z and zz are the two goods. Market prices are given by p (PL.P2) and the consumer's income is given by y. Ex. 1 • Set up the utility maximization problem and derive the Walrasian demand for the two goods. • Compute the elasticity of the demand for good z2 with respect to income y. Which kind of good is good z2? Compute the indirect utility function v(p; y) and verify its main properties.
Chapter5: Income And Substitution Effects
Section: Chapter Questions
Problem 5.12P
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