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STANDARD 1: Students solve equations and inequalities involving absolute value1. What is the complete solution to the equation: ? A)B)C)D)2. Which of the following are solutions to ? A)B)C)D)3. Which
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How to fill out solving absolute value equations

01
To fill out solving absolute equations, follow these steps:
02
Identify if the absolute value equation has one absolute value or two absolute values.
03
Rewrite the absolute value equation as two separate equations, where one equation is positive and the other is negative.
04
Solve each equation separately for the variable, removing the absolute value notation.
05
Check the solutions obtained from step 3 by substituting them back into the original absolute value equation to ensure they satisfy the given condition.
06
If the solutions from step 4 are valid, the solution to the absolute value equation is the set of all valid solutions. If they are not valid, there are no solutions to the absolute value equation.

Who needs solving absolute value equations?

01
Students studying algebra or pre-calculus often need to solve absolute value equations.
02
Professionals in fields involving mathematical modeling or optimization may also encounter absolute value equations in their work.
03
Anyone who encounters equations or inequalities involving absolute values in their personal or professional life may need to solve absolute value equations.

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Solving absolute value equations involves determining the values of the variable that make the absolute value expression equal to a given number.
Individuals or entities required to solve absolute value equations typically include students, mathematicians, or anyone engaging in algebraic calculations involving absolute values.
To solve absolute value equations, isolate the absolute value expression and then create two separate equations—one for the positive case and one for the negative case—then solve for the variable.
The purpose of solving absolute value equations is to find the exact numerical values that satisfy the equation, allowing for a better understanding of the behavior of linear functions.
The solutions to the absolute value equation, or any restrictions on the variable if applicable, must be reported when solving absolute value equations.
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