What do "OR" statements create on a number line?

"OR" statements in the context of mathematics, particularly when discussing inequalities or sets, create a union on a number line. When you have an "OR" statement, it means that any value satisfying either condition is included in the solution set.

For example, if one condition states that ( x < 2 ) and another states ( x > 5 ), the solution set includes all numbers less than 2 and all numbers greater than 5. On a number line, this is represented as two distinct sections, with everything to the left of 2 and everything to the right of 5 being included in the solution.

In set theory, a union indicates the combination of all elements from the involved sets, allowing for a broader range of solutions. This is why "OR" statements create a union, ensuring all possible solutions are utilized, thus making the correct choice clear.