Edmundo used a number line to show the solution for the inequality |2x-6|< 4 which number line shows the solution? hurry

The solution to the inequality expression is 0<x<6

Given the function

|2x - 6| < 6

The Modulus of the function can either be positive or negative

If the inequality is positive

2x - 6 < 6

Add 6 to both sides

2x - 6 + 6 = 6 +6

2x < 12

x < 12/2

x < 6

If the inequality is negative

-2x + 6 < 6

-2x < 0

x > 0

Hence the solution to the inequality expression is 0<x<6

Learn more on inequality here: link

we have

Solve the inequality

First case

The solution of the first case is the interval---------> (-∞,5)

All real numbers less than

Second case

------->

The solution of the second case is the interval---------> (1,∞)

All real numbers greater than

The solution of the inequality

(-∞,5) ∩ (1,∞)-------->

Using a graphing tool

The answer in the attached figure