Absolute value function equation examples

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Examples of How to Solve Absolute Value Equations Example 1: Solve the absolute value equation \left| x \right| =\, - 5 ∣x∣ = −5 . The absolute value of any number is either positive or

Absolute Value Function

Add 1 to both sides of this equation, you get 4x is equal to negative 18. Divide both sides of this by 4, you get x is equal to 5. Divide both sides of this by 4, you get x is equal to negative 18/4, which is equal

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Absolute Value Function: Definition & Examples

We use the absolute value when subtracting a positive number and a negative number. Subtract one number from the other and give the result the sign of the number that has the greater
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1.6: Absolute Value Functions

The following are three absolute value function examples that show how to solve equations/inequalities with absolute values. Example 1 Solve the equation {eq}8 = 3|x-4|+2 {/eq}.

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Absolute Value Functions Examples

For example, the absolute value of negative 5 is positive 5, and this can be written as: | − 5 | = 5. Other examples of absolute values of numbers include: |− 9| = 9, |0| = 0, − |−12| = −12 etc. From

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