Suppose we have three consumers A, B and C with the following utility functions = UA (c1, c2) min (c1, 3c2} Ub (c1, c2) = c1 + 3c2 Uc (c1, c2) = c1(c2^3) Picture shows work for consumer C for part a) and b ). Please explain what was done and help with the other questions a) Derive the demand functions for goods c1, c2 for all consumers b) Suppose m1 = 100, m2 = 75, p1 = 1, p 2 = 1.25, r = .05. What are the optimal choices for these consumers c) Draw each consumer's problem and indicate optimal values d) Suppose that Tp1 to 1.25. Calculate and draw the substitution and income effects for all these consumers
Suppose we have three consumers A, B and C with the following utility functions = UA (c1, c2) min (c1, 3c2} Ub (c1, c2) = c1 + 3c2 Uc (c1, c2) = c1(c2^3) Picture shows work for consumer C for part a) and b ). Please explain what was done and help with the other questions a) Derive the demand functions for goods c1, c2 for all consumers b) Suppose m1 = 100, m2 = 75, p1 = 1, p 2 = 1.25, r = .05. What are the optimal choices for these consumers c) Draw each consumer's problem and indicate optimal values d) Suppose that Tp1 to 1.25. Calculate and draw the substitution and income effects for all these consumers
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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