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N. 1 Solutions to inequalities
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Is a solution to the inequality below?
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Which satisfies an equation?
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Lesson: Inequalities on a number line

Ask by Munoz Ellis. in the United States
Jan 23,2025

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is not a solution to the inequality .

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The Deep Dive

To determine if is a solution to the inequality , you simply need to substitute into the expression. Since is not less than or equal to , the answer is “no.” Remember, inequalities show a range of solutions; they’re like a treasure map guiding you to find all the possible values that make the statement true!
When working with inequalities, a common mistake is not flipping the inequality sign when multiplying or dividing by a negative number. For example, if you change , dividing both sides by requires flipping the sign to get . Always double-check your operations—it’s the little details that can lead to a big difference!

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