ECON 11 Study Guide - Midterm Guide: Inferior Good, Negative Number, Expenditure Function

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15 Oct 2018
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Explain your answer. (a) indi erence curves cannot cross. (b) there can be a bliss point, where utility is maximised. (c) indi erence curves have no kinks. Marshallian demand x i (p1, p2, m) for good i is homogenous of degree 0 in (p1, p2, m). The expenditure function e(p1, p2, u) and indirect utility function v(p1, p2, m) are related by the following equation: e(p1, p2, v(p1, p2, m)) = m. Two agents, a and b, have utility functions ua(x) = x and ub(x) = 2x. The prices of the goods are p1 and p2. The consumer as income m. u(x1, x2) = x3. [note: this problem is well behaved in that the (b) calculate the agent"s indirect utility function. (c) roy"s identity for good 1 states that. Verify this equation (you need not verify it for good 2). (d) provide an intuition for roy"s identity. The prices of the goods are p1 = 1 and p2 = 1.

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