menu icon shown in narrow screens to bring the side navigation and scores panel into view

Tutorial: Applications of systems of linear equations
(Traffic flow)

⊠
Go to Part A: Setting up applications
This tutorial: Part B: Applications to traffic flow
⊠

(This topic is also in Section 3.3 in Finite Mathematics or Section 4.3 in Finite Mathematics and Applied Calculus)

Resources

Function evaluator and grapher
Pivot and Gauss-Jordan tool
 
Excel pivot and Gauss-Jordan tool
Chapter true/false quiz

%%Note To review applications of systems of linear equations in two %%unknowns, go to the %%twoVarsTut.

What is a traffic flow problem?

#[A traffic flow problem in linear algebra models a road network in a situation where traffic has settled into a stable pattern, or steady state. vehicles aren\'t accumulating anywhere and they aren\'t disappearing either, so at any point the number of vehicles passing during any period of time stays constant.][Un problema de flujo de tráfico en álgebra lineal modela una red de carreteras en una situación en la que el tráfico se ha establecido en un patrón estable o estado constante. Los vehículos no se acumulan en ningún lugar y tampoco desaparecen, por lo que en cualquier punto el número de vehículos que pasan durante cualquier período de tiempo permanece constante.]#

Here is an example to illustrate the the kind of traffic flow problem we talk about in Example 3 of Section 3.3 in Finite Mathematics or Section 4.3 in Finite Mathematics and Applied Calculus.

Example
Now try some of the exercises in Section 3.3 in Finite Mathematics or Section 4.3 in Finite Mathematics and Applied Calculus.
Last Updated: March 2026
Copyright © 2026
Stefan Waner and Steven R. Costenoble

 

 

← Previous    Next →
Game version
All tutorials
Main page
Everything for calc
Everything for finite math
Everything
Español
Hide panel