4/19/2024 0 Comments 4 coordinate graph![]() ![]() Key Takeaway: Equations can have only one possible solution. Using simple algebra, you can figure out that the solution to this equation is x=3 (see Figure 01).įor this equation, 3 is the only possible solution that would make the equation true and all other values would not work (we can these values non-solutions). Let’s start by considering the equation x+5=8. Inequalities: What is the difference? Equations Once you are able to graph a linear equation in y=mx+b form, you are ready to start graphing linear inequalities in y>mx+ b (or y<, y≥, y≤ form).īut first, lets quickly review some important math concepts and definitions related to linear relationships and inequalities that will help you along the way. If you need a recap of graphing lines in y=mx+b form, we suggest that you review our free Graphing Lines Using Slope step-by-step guide for students. Graphing linear inequalities is similar to graphing linear equations (with a few extra steps) and this pre-requisite knowledge is required. However, before going forward, make sure that you are familiar with graphing linear equations in y=mx+b form where m represents the slope and b represents the y-intercept. Identify the solution set of a linear inequalityīy working through three examples, you will gain experience and understanding of both of these skills. Graph a linear inequality on the coordinate plane By the end of this guide, you will be able to: Welcome to this simple and straightforward guide to graphing linear inequalities on the coordinate plane. ![]()
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