Solving and graphing a one step inequality

The video tutorial reviews solving one-step equations and inequalities, emphasizing the importance of treating inequalities like equations. It explains the process of isolating the variable, particularly when dividing by a negative number, which requires flipping the inequality sign. The tutorial also covers graphing the solution on a number line and verifying the solution by checking if the inequality holds true. The importance of shading towards true statements is highlighted to ensure correct representation of the solution set.

What is the first step to solve the inequality when the variable is multiplied by a negative number?

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Explain why we need to flip the sign when dividing by a negative number in an inequality.

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How do you determine if a number satisfies the inequality after solving it?

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Provide an example of a true statement based on the inequality discussed in the lesson.

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What does shading to the right of a number on a number line represent in terms of inequalities?

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