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Warm Up

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Warm Up Solve. 1. A=lw for w 2. 3. 4. -3v + 6 = 4v 1 5. 3(2x 4) = 4x + 4 Answers Lesson 3.4 Solving Absolute Value Equations 1.1.3 Exploration Determine the ... – PowerPoint PPT presentation

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Title: Warm Up


1
Warm Up
Solve.
  • 1. Alw for w
  • 2.
  • 3.
  • 4. -3v 6 4v 1
  • 5. 3(2x 4) 4x 4

2
Answers
3
Lesson 3.4 Solving Absolute Value Equations1.1.3
4
Exploration
  • Determine the solution for each equation.

4, -4
9, -9
No Solution
5
What did you notice?
  • Summarize what you noticed from the previous
    solutions.
  • When a variable is inside an absolute value,
    there are two solutions.
  • When an absolute value is set equal to a
    negative number, there is no solution. (this is
    important to remember)
  • Can you think of a situation where there would
    be one solution?

When the absolute value is equal to zero.
6
  • Steps for solving absolute value equations.
  • Need to isolate the absolute value expression
  • Undo addition or subtraction outside of absolute
    value.
  • Undo multiplication or division outside of
    absolute value.
  • Set expression inside absolute value equal to the
    given value and its opposite.
  • Solve for variable using steps for solving
    equations.
  1. Distribute
  2. Combine Like Terms
  3. Move Variable to One Side
  4. Undo or
  5. Undo or

7
Examples
  • Solving basic absolute value equations

8
Examples continued
1, 5
-24, 8
9
More Examples
  • Solving absolute value equations when there are
    terms outside the symbols

10
Even More Examples
0, 8/3
-2, 6
11
Summary/Reflection
  • What is the difference between solving a regular
    equation and solving an equation where the
    variable is in an absolute value?
  • How can you remember that absolute value
    equations have two solutions?

Homework
3.4 worksheet
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