|4x+3|<5
Please help me do this simple question

Step-by-step explanation:

Given problem:

          |4x+3|<5

From the problem, we need to find x;

             |4x+3|<5

To solve absolute values problem like this, use the approach below;

                            |4x+3|<5

  4x + 3 < 5        or        -(4x + 3) < 5

    4x < 5 - 3         or        -4x - 3 < 5

     4x < 2              or         -4x < 5 + 3

        x =            or           -4x < 8

        x =            or              x >  = -2

(when dividing or multiplying by a negative value, the sign changes)

2/3

step-by-step explanation:

where is the diagram? shown below where? ?

step-by-step explanation: