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Key terms and radical notes are included to share step by step the method to solve these special types of inequalities. There are some mathematical definitions and properties for radicals that we ...

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Chapter 1:Equations and inequalities BIG IDEAS: Use properties to evaluate and simplify expressions Use problem solving strategies and verbal models Solve linear and absolute value equations and inequalities. What is the difference between a daily low temperature of...

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For example, we'll solve equations like 2(x+3)=(4x-1)/2+7 and inequalities like 5x-2≥2(x-1). In this unit, we learn how to solve linear equations and inequalities that contain a single variable. If you're seeing this message, it means we're having trouble loading external resources on our website.

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Goals: Graph linear equations in three variables, evaluate linear functions in two variables, and use functions of two variables to model real-life situations. 3.5 Notes and Examples 3.5 Notes and Examples (Answers) 3.5 Practice A 3.5 Practice A (Answers) 3.5 Practice B 3.5 Practice B (Answers) 3.5 Practice C 3.5 Practice C (Answers) 3.5 Challenge

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6 Chapter 1 — Equations and Inequalities The two sides of any linear equation represent two lines on a graph, and the x coordinate of the intersection point is the solution to the equation. Since two different lines cannot cross more than once, this demonstrates that there cannot be more than one solution to a linear equation.