If a and ß are just parameters and if the direct utility function is u (x1, X2) = a · In(x1) + ß · In(x2) %3D then what is the marginal utility of x1 and what is the marginal utility of x2 ? Demonstrate whether these marginal utilities are increasing, diminishing, or constant. Assume that the following indifference curve belongs to the direct utility function specified above. u - 1.565 G (5, 4) 4 Н (10, 0.25) 0.25 5 10 1 What is the value for M RS12 evaluated at bundle G(5,4) if a = 0.8 and B = 0.2 ? What is the value for M RS12 evaluated at bundle H(10, 0.25) ? Discuss what these calculated values for M RS12 imply regarding whether preferences are convex or not (regardless of what the figure depicts above). Show your work!
If a and ß are just parameters and if the direct utility function is u (x1, X2) = a · In(x1) + ß · In(x2) %3D then what is the marginal utility of x1 and what is the marginal utility of x2 ? Demonstrate whether these marginal utilities are increasing, diminishing, or constant. Assume that the following indifference curve belongs to the direct utility function specified above. u - 1.565 G (5, 4) 4 Н (10, 0.25) 0.25 5 10 1 What is the value for M RS12 evaluated at bundle G(5,4) if a = 0.8 and B = 0.2 ? What is the value for M RS12 evaluated at bundle H(10, 0.25) ? Discuss what these calculated values for M RS12 imply regarding whether preferences are convex or not (regardless of what the figure depicts above). Show your work!
Chapter4: Utility Maximization And Choice
Section: Chapter Questions
Problem 4.8P
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