Measuring Utility Changes in Monetary Terms via Quasi-Linear Preferences

An individual's satisfaction from leisure and consumption is represented by the utility function u(t, c) = 8 * sqrt(t) + c, where t is hours of leisure time and c is the number of consumption units (e.g., dollars). Based on this function, what is the value of having 9 hours of leisure time, expressed in consumption units?

Interpreting Components of a Utility Function

Consider an individual whose preferences for hours of video game time (x) and money (y, measured in dollars) can be described by the utility function u(x, y) = 10ln(x) + y. This functional form implies that the satisfaction derived from video games, represented by the term 10ln(x), is measured in abstract, unitless 'utils' that are separate from the units of money.

Valuing Public Goods with Quasi-Linear Preferences

The Analytical Advantage of Quasi-Linear Utility

An individual's preferences for two goods, a specific good x and a general consumption good c (measured in dollars), are represented by the utility function u(x, c) = v(x) + c. In this framework, the term v(x) can be interpreted as the value of good x expressed in units of ________.

Each of the following utility functions describes an individual's preferences for a specific good (x) and a general consumption good (y, measured in dollars). Match each utility function to the correct interpretation of how it measures the value of good x.

Choosing an Appropriate Utility Model for Policy Analysis

Comparing Valuations with Quasi-Linear Preferences

Interpreting Interpersonal Valuations