This for absolute value equations and inequalities gizmo assessment and i have more i need done by friday

(4) x=2  or x=4  are the two solutions given

We are given with two values for x , so we cannot choose an inequality

General form of absolute value equation is

|ax + b| = c

where c is the distance between the middle of the given solution and the end of the solution

x=2  or x=4

middle of 2  and 4 is 3

Distance between 3  and 4  is 1 .  so c=1

Hence c is positive. so option B is correct

(5) For all  absolute value , there will be two solutions

|ax + b| = c, when c is positive then there is 2 solutions.

When c is 0 then there will be only one solution

So answer is 1 or 2 solutions

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