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Introductory video explaining the graphical representation of Perfect Substitutes utility functions based on mathematical and ...

A discussion of utility functions of the form U = aX + bY.

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For the entire course on intermediate microeconomics, see http://youtubedia.com/Courses/View/4.

In this video I explain how to maximize utility given two goods that are perfect substitutes.

This video derives a demand curve for good when a consumer's utility function is represented by perfect substitutes.

I walk through the general solution to the utility maximization problem for a consumer with substitutes preferences, then I do a ...

In this video, I provide an introduction to preferences over perfect substitutes. Specifically, I cover the utility representation, a few ...

We will understand how we write Perfect Complements utility function U =min{ax, by} and Perfect Substitutes Utility function U ...

Courses on Khan Academy are always 100% free. Start practicing—and saving your progress—now: ...

A detailed look at how to maximize utility by using three popular utility functions: Cobb-Douglas, perfect substitutes, and perfect ...

In this episode I study utility maximization problem with linear utility functions (i.e., perfect substitutes). I am sorry for the sound ...

This video is part of Consumer Theory.

This videos shows how to use indifference curves to maximize utility with perfect substitutes. For intuition, I render the utility ...

Sem 3 Intermediate Microeconomics| Consumer Behavior LEC 11| Perfect Substitutes Utility Function Looking to ace your MA ...

In this video, I demonstrate how to draw indifference curves when a consumer has perfect substitutes preferences.

A video for intermediate microeconomics, taught by Matt Clancy. For the complete series, see: ...

Hello in this video we're going to use the perfect substitutes utility function and calculate three measures of consumer welfare.

A consumer maximizes her perfect substitutes utility function that contains three goods subject to a budget constraint.

This video explains the derivation of Marshallian demand functions in case of perfect substitutes.