Lesson OVERVIEW of lessons on Absolute Value equations

Algebra ->  Absolute-value -> Lesson OVERVIEW of lessons on Absolute Value equations      Log On


   

This Lesson (OVERVIEW of lessons on Absolute Value equations) was created by by ikleyn(52776) About Me : View Source, Show
About ikleyn:

OVERVIEW of lessons on Absolute Value equations


For your convenience, this file contains the list of my lessons on  Absolute Value equations  in this site and the list of  problems  for each lesson.
The lessons are listed in the logical order, from more simple to more complex problems.
    - Absolute Value equations
    - HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 1
    - HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 2
    - HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 3
    - HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 4
    - HOW TO solve equations containing Quadratic Terms under the Absolute Value sign. Lesson 1
    - HOW TO solve equations containing Quadratic Terms under the Absolute Value sign. Lesson 2

List of lessons with short annotations

Absolute Value equations

    Solve absolute value equations
        a)  abs%28x%29 = 2;
        b)  abs%28x%29 = 5.5;
        c)  abs%28x%29%2B4 = 5;
        d)  abs%28x%2B2%29 = 7;
        e)  abs%282x%2B5%29 = 9.


HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 1

    Solve absolute value equations
        a)  x%2F2%2B1 = abs%28x%29;
        b)  x%2B1 = abs%28x%29;
        c)  x     = abs%28x%29;
        d)  2x   = abs%28x%29;
        e)  x%2F2     = abs%28x%29;
        f)  x-1 = abs%28x%29.


HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 2

    Solve absolute value equations
        a)  0.5x-2.5 = -abs%283x-6%29%2B2;
        b)  -3x%2B2     = -abs%283x-6%29%2B2;
        c)  -3x%2B8     = -abs%283x-6%29%2B2;
        d)  0.5x%2B1    = -abs%283x-6%29%2B2;
        e)  6x-10      = -abs%283x-6%29%2B2;
        f)  3.5          = -abs%283x-6%29%2B2.


HOW TO solve equations containing Linear Terms under the Absolute Value sign. Lesson 3

    Solve absolute value equations
        a)  x       = abs%28x%2B1%29 -abs%28x-1%29;
        b)  x%2B1   = abs%28x%2B1%29 -abs%28x-1%29;
        c)  3x-4 = abs%28x%2B1%29 -abs%28x-1%29;
        d)  2x     = abs%28x%2B1%29 -abs%28x-1%29;
        e)  2       = abs%28x%2B1%29 -abs%28x-1%29;
        f)  3.5    = abs%28x%2B1%29 -abs%28x-1%29.


How to solve equations containing Linear Terms under the Absolute Value sign. Lesson 4

    Solve absolute value equations
        a)   |x + |3x - 2|| = 2.
        b)   |3x - |2x + 1|| = 4.


How to solve equations containing Quadratic Terms under the Absolute Value sign. Lesson 1

    Solve absolute value equations
        a)  abs%28x%5E2-8x%2B12%29 = 5;
        b)  abs%28x%5E2-8x%2B12%29 = 3;
        c)  abs%28x%5E2-8x%2B12%29 = 4.


How to solve equations containing Quadratic Terms under the Absolute Value sign. Lesson 2

    Solve absolute value equations
        a)  abs%28x%5E2-8x%2B12%29 = x%2B4;
        b)  abs%28x%5E2-8x%2B12%29 = -2x%2B13;
        c)  abs%28x%5E2-8x%2B12%29 = x.


Use this file/link  ALGEBRA-I - YOUR ONLINE TEXTBOOK  to navigate over all topics and lessons of the online textbook  ALGEBRA-I.

This lesson has been accessed 4151 times.