Qu Robert's utility function is U(1, y) = 2/T + y. n every graph for this question, set y in the vertical axis and z in the horizontal axis. (a) Obtain the marginal rate of substitution MRS. Obtain the equation of the indifference curves for Ū = 2 and Ū = 4 (solving for y as a function of 2). Draw these indifference curves, identifying the intersections with each of the axes. (b) Suppose py = 2 and Robert's income is M = 6. In a new graph, show the total, income and substitution effects (on the demand of r) of a drop in the price of r from p, = 4 to Pz = 2.
Qu Robert's utility function is U(1, y) = 2/T + y. n every graph for this question, set y in the vertical axis and z in the horizontal axis. (a) Obtain the marginal rate of substitution MRS. Obtain the equation of the indifference curves for Ū = 2 and Ū = 4 (solving for y as a function of 2). Draw these indifference curves, identifying the intersections with each of the axes. (b) Suppose py = 2 and Robert's income is M = 6. In a new graph, show the total, income and substitution effects (on the demand of r) of a drop in the price of r from p, = 4 to Pz = 2.
Chapter3: Preferences And Utility
Section: Chapter Questions
Problem 3.13P
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