How do you shade linear inequalities

The video tutorial explains how to shade inequalities on a graph. It highlights the importance of determining whether points on, above, or below the boundary line are part of the solution. The tutorial covers the use of dashed and solid lines to represent inequalities and demonstrates how to use test points, particularly the origin (0,0), to decide the shading area. Examples are provided to illustrate the process, emphasizing the role of inequality symbols in determining the truth of points on the line.

What is the significance of the boundary line in shading an inequality?

Explain the difference between a dashed line and a solid line when graphing inequalities.

Why is (0, 0) considered a good test point for determining the shading of an inequality?

What does it mean if a point on the boundary line is not part of the solution?

How do you determine which side of the boundary line to shade when graphing an inequality?