17 - Solving & Graphing Absolute Value Inequalities in Algebra, Part 1

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  • Опубліковано 14 жов 2024
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    In this lesson you will learn how to solve inequalities that have absolute values in them. We do this by translating the absolute value term into a compound inequality joined by either an "and" or an "or".
    Then, we can solve the resulting compound inequality as we have done in previous lessons and graph the solution.

КОМЕНТАРІ • 42

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  • @3IsStronger
    @3IsStronger 3 місяці тому

    Confused as to how three minus two-X somehow became negative two -X when it didn't start out that way.

  • @hemarajue2736
    @hemarajue2736 4 роки тому +2

    While solving absolute inequalities, I think we need to switch the sign and symbol as well. This is not the case when the absolute value is less than negative number,intact no solution.

    • @tunzsyt7774
      @tunzsyt7774 2 роки тому +1

      yep, if |x|

    • @hemarajue2736
      @hemarajue2736 2 роки тому

      @@tunzsyt7774 yes, for eg.
      |x|6
      Left hand side becomes negative. Since no negative number is greater than positive number. No solution. Thanks

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    @hayatabdi12 2 роки тому

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