Answer:
G is the mid-point of line segment AB ⇒ 2nd answer
Step-by-step explanation:
* Lets explain how to solve the problem
- The mid-point of a line is the point which divides the line into
two equal parts
- There are four points between points A and B
- The four points are F , G , H , L
- one of them is the mid-point of AB
- The location of A is -6
- The location of F is -2
- The location of G is 1
- The location of H is 2
- The location of L is 3
- The location of B is 8
* <u><em>Lets find the distance between points A and B</em></u>
∵ Point A is located at -6
∵ Point B is located at 8
∵ The distance between A and B = location of B - location of A
∴ AB = 8 - (-6) = 8 + 6 = 14 units
- The mid-point of AB will divide it into two equal part, the length
of each part is 14/2 = 7 units
∴ The mid-point location will be after point A by 7 units
∵ The location of point A is -6
∴ The location of the mid-point = -6 + 7 = 1
∴ The location of the mid-point of AB is 1
∵ The location of point G is 1
∴ G is the mid-point of line segment AB
