Modeling Preferences for Public Goods
A city planner is modeling resident preferences for two public goods: acres of park space (P) and the number of public library branches (L). They are considering two alternative utility functions to represent the preferences of a typical resident. Analyze the key difference in the trade-offs a resident is willing to make between parks and libraries as implied by each model. Based on your analysis, what different policy recommendations might arise if the city assumes one model is more accurate than the other?
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CORE Econ
Economics
Social Science
Empirical Science
Science
Economy
Introduction to Microeconomics Course
The Economy 2.0 Microeconomics @ CORE Econ
Ch.3 Doing the best you can: Scarcity, wellbeing, and working hours - The Economy 2.0 Microeconomics @ CORE Econ
Analysis in Bloom's Taxonomy
Cognitive Psychology
Psychology
Related
Cobb-Douglas Utility Function
Utility Function of Karim's Friend
Utility Function of Angela's Friend (u(t, c) = c + 75 ln(t))
An economist is modeling the preferences of two consumers, Priya and Quinn, for two goods: digital music tracks (m) and physical books (b). Priya's preferences are represented by the utility function U_P(m, b) = 2m + b. Quinn's preferences are represented by the utility function U_Q(m, b) = m * b. What fundamental difference in their consumption preferences do these two functions reveal?
Modeling Consumer Preferences for Complementary Goods
An economist is modeling a consumer's preferences for two goods: weekly hours of a video streaming service (s) and cups of gourmet coffee (c). The consumer's description of their preferences indicates that each additional cup of coffee provides a consistent, fixed amount of satisfaction. In contrast, the first few hours of streaming provide a great deal of enjoyment, but each subsequent hour provides progressively less additional satisfaction. Which of the following utility functions would be the most appropriate model for this consumer's preferences?
Evaluating Utility Function Models
Modeling Preferences for Public Goods
An economist is modeling consumer preferences for two goods, Good X and Good Y. Match each of the following mathematical utility functions to the description of consumer preferences it best represents.
Interpreting a Utility Function for Complementary Goods
Formulating a Utility Function for Perfect Complements
Choosing a Utility Model for Urban Amenities
Evaluating a Utility Function for Urban Planning