Solving a System of Linear Equations via  Substitution

Module 6: Solving a System of Linear Equations via Substitution

Sometimes we are given two linear equations, and we are asked to determine the point (if any) where the lines described meet, i.e cross one another; we called this the intersection point. There are three popular methods for doing this. They are: (a) substitution, (b) elimination and (c) graphing. In this module we examine the first of these - substitution.

With substitution, you solve one of the equations for one of the variables, and then substitute that quantity into the remaining equation. Let's watch the video to examine the method more closely.


Reminder: If you miss any of the written calculations used herein, you can view a pdf of the work below - see the EXTRA RESOURCES section.

Teacher Made Video

Questions

Extra Resources

Below please find the Worksheet discussed in the Video, a practice sheet (from KUTA - with answers attached) and some outside videos you may find helpful if you need more information on the topic covered in this module....

Solving a System via Substitution.pdf
Practice Systems of Equations via Substitution.pdf