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Linear Inequalities And Interval Notation.pdf

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Preview of Linear Inequalities and Interval Notation

🔗 Source: jonblakely.com

📊 Size: 378 KB

👤 Author: Jon Blakely

⬇️ Downloads: 252

Summary

Linear inequalities have an inequality symbol instead of an equal sign and can be solved using graphing and interval notation. There are four inequality symbols: <, >, ≤, and ≥. Graphing inequalities involves using [ and ] to represent included values and ( and ) to represent excluded values. Interval notation is used to simplify inequalities, with bounded and unbounded intervals defined. Properties of inequalities are used to solve them, including adding, subtracting, multiplying, and dividing both sides of the inequality, with the restriction that multiplying or dividing by a negative value requires "flipping" the inequality symbol. Examples demonstrate how to graph and solve linear inequalities using these properties and interval notation.

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Description

Linear inequalities have an inequality symbol instead of an equal sign and can be solved using graphing and interval notation.

Technical Information

File Format: PDF
File Size: 378 KB
Pages: 9
Language: EN
Author: Jon Blakely
Total Downloads: 252
Last Updated: 3 weeks ago

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This PDF document about Linear Inequalities and Interval Notation provides comprehensive information and guidance. Whether you're a beginner or advanced user, this resource offers valuable insights into Linear Inequalities and Interval Notation.