Graphing a linear inequality using a table

The video tutorial explains how to graph the inequality Y > 1 on a Cartesian coordinate system. It begins with a review of graphing equations and inequalities, focusing on graphing y = 1 using various methods such as intercepts and tables of values. The tutorial then discusses the significance of inequality symbols, particularly the use of dashed lines to represent non-inclusive boundaries. Finally, it demonstrates how to graph Y > 1, including selecting test points and determining the correct shading area to represent the solution set.

How do you graph the equation y = 1 on a Cartesian coordinate system?

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What is the first step in graphing the inequality Y > 1?

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What does the greater than symbol (>) indicate when graphing on a number line?

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Explain the significance of using a dashed line when graphing inequalities.

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What is the purpose of selecting a test point when graphing inequalities?

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How do you determine where to shade when graphing an inequality?

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What conclusion can be drawn about the points above the line y = 1 in the context of the inequality Y > 1?

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