Graphing a linear system of inequalities and shading their solution

The video tutorial explains how to graph a system of linear inequalities. It begins with an introduction to the concept, followed by rewriting equations into slope-intercept form. The tutorial then demonstrates graphing each equation separately, determining whether the boundary lines are solid or dashed. Finally, it covers using test points to determine the correct shading for the solution region.

What is the first step in graphing a system of linear inequalities?

How do you determine if a boundary line is shaded or dashed?

Explain how to rewrite an equation into slope-intercept form.

What does the slope represent in a linear equation?

How do you identify the Y-intercept from an equation?

What is the significance of the test point in determining shading for inequalities?

Describe the process of graphing the inequalities after determining the boundary lines.