Answer:
A and B
Explanation:
The distance between any two points with coordinates a and b respective, can be gotten by finding the absolute value of the difference between the coordinates of the two points on the numberline.
For example, where a and b are coordinates of the two points in the numberline, the expression of their distance can be written in two ways:
|a - b| or |b - a|.
Both expressions will give us the same value.
For example, if a = -6, and b = 7, the distance between -6 and 7 in a numberline can be written as:
|-6 - 7| = |-13| = 13
Or
|7 -(-6)| = |7 + 6| = 13