Master Graphing a system of horizontal and vertical inequalities

The video tutorial explains how to graph vertical and horizontal linear inequalities. It covers the basics of identifying Y-intercepts and slopes, and how inequalities affect graphing by introducing shading and boundary lines. The tutorial provides examples of vertical and horizontal lines, using test points to determine shading, and discusses feasible regions where inequalities intersect. It also includes examples of non-intersecting inequalities, highlighting the absence of a feasible region.

What is the main technique used to graph vertical and horizontal linear inequalities?

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How do inequalities complicate the process of graphing compared to equations?

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What is the significance of the Y intercept and slope when graphing inequalities?

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How can you determine whether to use a dashed or solid line when graphing an inequality?

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What method can be used to confirm the shading direction for an inequality?

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Explain how to find the feasible region when graphing two inequalities.

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What happens when two inequalities do not intersect on a graph?

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