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Name Date MASTERING ALGEBRA 1: Course 1 MODULE 4: Linear Inequalities UNIT 1: Inequalities in One Variable Unit Assessment 1. Solve the following inequalities. a. m 5 3 b. y 7 2y c. f 15 2f d. 3 u
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How to fill out inequalities in one variable

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How to fill out inequalities in one variable:

01
Identify the given inequality and its inequality sign (>, <, ≥, ≤).
02
Solve the inequality as if it were an equation by isolating the variable on one side of the inequality sign.
03
Determine whether the inequality sign should be reversed when multiplying or dividing by a negative number (it should be reversed).
04
Represent the solution on a number line or graph, depending on the context.
05
Use parentheses to indicate whether the endpoint of the solution set should be included (using a closed circle) or excluded (using an open circle).
06
Write the final solution in set notation or interval notation, depending on the context.

Who needs inequalities in one variable:

01
Students studying algebra and mathematics concepts.
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03
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Physicists and mathematicians working with equations and systems of equations.
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Anyone interested in understanding and solving inequalities in real-life situations, such as budgeting, optimization, or decision-making processes.
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Inequalities in one variable involve mathematical expressions where one quantity is greater than or less than another, rather than equal.
Typically, students learning about algebra and mathematics are required to understand and solve inequalities in one variable.
To fill out inequalities in one variable, one must solve for the variable and graph the solution on a number line.
The purpose of inequalities in one variable is to show the relationship between two quantities and find the range of values that satisfy the condition.
Information such as the inequality symbol, the variable, and the values that satisfy the inequality must be reported on inequalities in one variable.
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