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Name Hour Date Directions: Solve as many of these problems as possible. Turn in for homework credit. Due Tuesday, November 24. Worth 10 points. 1) Graph each inequality below. a) 2 b) 4 c)
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How to fill out 4 solveformseabsolutevalueproblemsforx a 5
How to fill out 4 solveformseabsolutevalueproblemsforx a 5:
01
Identify the absolute value equation that needs to be solved.
1.1
This is the equation that contains the absolute value symbol, represented by "|" surrounding a variable or expression.
02
Set up two separate equations, one with the positive value and one with the negative value.
2.1
For example, if the absolute value equation is |x - 5|, set up the equations as x - 5 = 5 and x - 5 = -5.
03
Solve each equation separately to find the possible values of x.
3.1
In the first equation, x - 5 = 5, add 5 to both sides of the equation to get x = 10.
3.2
In the second equation, x - 5 = -5, add 5 to both sides of the equation to get x = 0.
04
The two solutions obtained in step 3 represent the two possible values of x that satisfy the original absolute value equation.
Who needs 4 solveformseabsolutevalueproblemsforx a 5:
01
Students studying algebra or mathematics.
1.1
Absolute value equations are a common topic in algebra courses and may be included in homework or exams.
02
Individuals solving real-life problems involving absolute values.
2.1
Absolute value equations can be used to solve various real-life scenarios, such as finding the distance between two points on a number line or determining the range of possible values for a measurement.
03
Professionals or researchers working in fields that require mathematical modeling.
3.1
Absolute value equations are used in various mathematical models to represent relationships or constraints in fields such as economics, physics, engineering, and computer science.
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