ViewTube

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

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

If this video helps, please consider a donation: ...

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

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

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

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

This Video talks about a trick for Perfect Substitute Utillity Maximization that will make it much easier. Full video on perfect ...

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

Shows how to determine optimal bundle in case of perfect substitutes.

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

This video examines 5 different utility functions, deriving their corresponding marginal utility functions and solving for the marginal ...

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 ...

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

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

This video ishows how to optimize utility with a perfect complements utility function.

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

This video shows how to optimize utility subject to a budget constraint with a perfect substitute utility function.

... we have the utility function which is equal to X Plus y that means X and Y are here perfect substitutes so consumers demand will ...