4. John has a utility for the quantity of sandwiches, Xs, and quantity of burgers, X, that he consumes, represented by the following equation: U(XS,X) = XX His income is Y = $24. The price of a sandwich changes from X, = $1 to X, = $4 while the price of a burger remains at X, = $6. Solve for the compensating variation and equivalent variation associated with this price increase.

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter3: Preferences And Utility
Section: Chapter Questions
Problem 3.2P
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4. John has a utility for the quantity of sandwiches, Xs, and quantity of burgers, Xp, that he
consumes, represented by the following equation:
U(X,X) = XX
His income is Y = $24. The price of a sandwich changes from X, = $1 to X, = $4 while
the price of a burger remains at X, = $6. Solve for the compensating variation and
equivalent variation associated with this price increase.
Transcribed Image Text:4. John has a utility for the quantity of sandwiches, Xs, and quantity of burgers, Xp, that he consumes, represented by the following equation: U(X,X) = XX His income is Y = $24. The price of a sandwich changes from X, = $1 to X, = $4 while the price of a burger remains at X, = $6. Solve for the compensating variation and equivalent variation associated with this price increase.
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