Consider the following utility function, u (x1, x2) = min [√x1, √√αx2], where a 0 (a) [15 points] Derive the Marshallian demand functions. (Explain your derivation in details.) Does the Marshallian demand increase with price? Are the two consumption goods normal goods? (b) [15 points] Show two different ways to derive the Hicksian demand functions. Does the Hicksian demand increase with price?
Consider the following utility function, u (x1, x2) = min [√x1, √√αx2], where a 0 (a) [15 points] Derive the Marshallian demand functions. (Explain your derivation in details.) Does the Marshallian demand increase with price? Are the two consumption goods normal goods? (b) [15 points] Show two different ways to derive the Hicksian demand functions. Does the Hicksian demand increase with price?
Chapter5: Income And Substitution Effects
Section: Chapter Questions
Problem 5.1P
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