ECO 3153 Study Guide - Midterm Guide: Expenditure Function, Utility Maximization Problem, Budget Constraint
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There are 5 questions in this test and 50 points in total. This means that you should budget about 1. 5 minutes per mark. No electronic device that can be programmed with text, or that has transmitting possibilities can be used. Suppose that the function u1(x) assigns the following numbers to these bundles: 10, 14, 22 and the function. U2(x) assigns the numbers: 1, 100, 101 to these bundles. Explain. (2 marks: suppose that u(x1 , x2 ) = x1. 0. 25: write out the lagrangian function for the utility maximization problem and write out the first-order necessary conditions. (4 marks, calculate the demand functions for x1 and x2. Are these marshallian or hicksian demand functions? (7 marks: suppose that initially income, m, is 60, p1 = p2 = and then p1 falls to . Suppose that the price of good i increase.