iCoachMath.com: Examples on Absolute Value Equations - Equations and Inequalities - (AL)
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Solved Examples

Curriculum: Alabama Course of Study   Click to change Curriculum

Topic: Equations and Inequalities  Click to change Topic

Lesson: 7: Absolute Value Equations  Click to change Lesson

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cc  Determine whether the given statement is true or false: If z ≥ 0, then |z - 6| = 6 - z
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cc  Determine whether the given sentence is True or False: If b < 0, then |- b - 7| = b + 7.
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cc  Determine whether the given statement is True or false: If z ≤ 0, then |z - 7| = |7 - z|
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cc  Determine whether the given statement is true or false: If c > 0, then |5 - c| = 5 - c
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cc  Express equation as a disjunction using the word 'or': |a + 2| = 9  cc View Solution
cc  Express the equation as a disjunction using the word 'or': |5c + 35| - 7 = 168
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cc  Express the equation as a disjunction using the 'or': |8 - 2z| = 24
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cc  Determine whether the given statement is True or False: If x > 0, then |- x - 7| = 7 + x
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cc  Solve for ' z ', |8z + 9| = - 11.  cc View Solution
cc  Solve for ' y ', |2y - 2| = 4y - 1
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cc  Solve for y: - | 4 - 9y| = 7
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cc  Solve: 12 | b + 12| = 48b + 96
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cc  Solve: 10 |10 - 9c| = 50c - 130.
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cc  What are the values of x, if |2x + 3| = 0.4?
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cc  Find the values of x, if |x| = 5.  cc View Solution
cc  What are the values of x, if |2x + 5| = 4?
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cc  What are the values of x, if |x - 6| - 3 = - 0.13?  cc View Solution
cc  Find the values of x, if |4x| = 0.2.  cc View Solution
cc  Find the values of x, if |x - 4| = 12.
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cc  How many solutions does the equation |x| - 1 = 43 have?
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cc  Solve and check 15| 4a + 5| = 7a + 4.
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cc  Find the values of x, if |2x| = 1.1.  cc View Solution
cc  Which of the following graphs represents the solution for the equation: |x - 3| = 7?  cc View Solution
cc  Which of the following graphs represents the solution for the equation: |2.5x - 3| = 5?
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cc  Express equation as a disjunction using the word 'or': |x + 4| = 8  cc View Solution
cc  Which of the following graph represent the solution for the equation: |x + 7| = 9?
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cc  Express the equation as a disjunction using the word 'or': |5c + 20| - 6 = 94
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cc  What are the values of x, if |5x + 5| = 0.2?
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cc  Express the equation as a disjunction using the 'or': |9 - 5y| = 36
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cc  Determine whether the given statement is True or false: If r ≤ 0, then |r - 2| = |2 - r|
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cc  Determine whether the given statement is true or false: If a > 0, then |7 - a| = 7 - a
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cc  Solve: |7 - 11x| - 4 = 36  cc View Solution
cc  Determine whether the given statement is True or False: If b > 0, then |- b - 3| = 3 + b
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cc  Determine whether the statement is true or False: If y < 0, then |6 - y| = 6 + y
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cc  Solve for ' a ', |9a + 12| = - 13.  cc View Solution
cc  Find the number of solutions for the equation. |x - 2| + 1 = 5
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cc  What are the values of x, if |x - 5| - 2 = - 0.32?  cc View Solution
cc  What are the values of x, if |x| = -47?
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cc  Find the values of x, if |x - 3| = 6.
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cc  Find the values of x, if |x - 3| = 47.
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cc  Solve for ' c ', |9c - 16| = 18c - 8
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cc  How many solutions does the equation |x| - 1 = 32 have?
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cc  Find the values of x, if |5x + 1| = 54.
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cc  Find the values of x, if |4x - 16| - 19 = 12.
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cc  Solve: |5 - 8x| - 3 = 18  cc View Solution
cc  Find the values of x, if |x| = 3.  cc View Solution
cc  Solve for x: - | 8 - 4x| = 15
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f   Solve: 20 | b + 10| = 120b + 80
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f   Solve: 6 |6 - 5a| = 18a - 42.
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f   Solve and check 13| 2a + 3| = 5a + 2.
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f   Solve for x and check: |cx| - a = b; a, b and c are positive real numbers.
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f   Solve for x and check: |x - 2| = 3x + 4a, a is a positive real number.   f View Solution
f   Which of the following graphs represents the solution for the equation?
|x| - 2 = 5
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f   What are the values of x, if |3x + 7| = 6?
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f   What are the values of x, if |x| = -611?
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f   Find the values of x, if |x - 2| = 35.
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f   Find the values of x, if |3x + 1| = 32.
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f   Find the values of x, if |2x - 4| - 5 = 2.
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f   Find the values of x, if |8 - 3x| - 12 = 5.6.   f View Solution
f   Find the number of solutions for the equation. |x - 3| + 2 = 5
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f   Find the values of x, if |4x - 5| = 10.
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f   Which of the following is an absolute value function?
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f   Find the values of x, if |6 - 4x| - 12 = 2.5.   f View Solution
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