Final answer:
The inequality x - 7 < 2 does not require removal of absolute value bars as there are none. To solve, add 7 to both sides, resulting in x < 9, meaning x can be any number less than 9.
Step-by-step explanation:
The inequality x - 7 < 2 does not contain any absolute value bars, so it can be rewritten as it is. However, if you are looking to solve this inequality, you must isolate the variable x to find the range of values that make the inequality true. To solve the inequality, you would add 7 to both sides to get x < 9. So, the inequality x - 7 < 2 tells us that x can be any number less than 9.