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Name ___ Date ___ Period ___ Negative Numbers and the Number Line: Absolute Value Practice Draw a number line from 8 to 8. Then use the number line to find the absolute value of each of the following
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How to fill out solving absolute value equations

01
Identify the absolute value expression within the equation.
02
Isolate the absolute value expression on one side of the equation.
03
Set up two equations - one positive and one negative - by removing the absolute value bars.
04
Solve both equations separately.
05
Check your solutions to ensure they satisfy the original equation.

Who needs solving absolute value equations?

01
Students studying algebra or precalculus courses.
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Mathematics enthusiasts looking to improve their problem-solving skills.
03
Individuals preparing for standardized tests that include algebraic concepts.
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Solving absolute value equations involves finding the values of a variable that make the equation true, where the variable is enclosed within absolute value symbols.
Typically, anyone who is solving mathematical problems involving absolute values is required to consider these equations, particularly in algebraic contexts.
To fill out an absolute value equation, set the expression inside the absolute value equal to both the positive and negative values of the other side of the equation.
The purpose is to determine the possible values of the variable that satisfy the condition expressed by the absolute value equation.
The solutions for the variable and any restrictions or conditions influencing the results must be reported.
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