Question

what are integer solutions of the inequality |x| , 2 ?

Answer 1

Step-by-step explanation:

When solving inequalities there will be a range of answers because any numbers represented by the range are acceptable, and there are an infinite amount of solutions to inequalities. For example, if , then any number that is bigger than 3 is a possible answer, from any decimal slightly bigger than 3 to infinity

Answer 2

Answer:

This inequality can now be solved through experimentation or by writing down more inequalities. For example when x \geq 2 we have |x - 2| = x - 2 and our inequalities become 1 \lt x - 2 \lt 5. This has x = 4, 5, 6 as solutions.