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A midpoint is a point on a line that is equidistant from both endpoints of the line or the arc.
To find the midpoint in a line, measure the distance between the two endpoints of a line and divide it by two. The result should be the mid-point you are looking for.
Example: Suppose the distance of a line is 14cm, dividing the length by two gives us 7cm. Therefore the mid-point should be 7cm from the start.
Suppose coordinates of a line are given. (2,9) and (8,17).
How to find the midpoint?
It’s quite simple. We just need to add the value of the x-axis and divide by 2. In the same way, we need to add the value of the y-axis and divide it by two. The mid-point is (2+8)/2,(9+17)/2, (5,13).
How to find the midpoint of 0 and 10?
- Addition of 0 and 10 equals to 10 (0+10=10).
- After dividing by 2, the result is 5 (10/2=5).
So the midpoint of 0 and 10 is 5
How to find the midpoint of 0, 6, and 10, 12?
- Add 0+10=10 and divide by 2. You can find x= 5
- Add 6+12 =18 and divide by 2. The result will be y= 8
So the midpoint of the position is (x, y) = (5, 8)
What is the midpoint of a straight line that endpoint (6, 4) and (10, 2)?
Here, 6+10=16, 16/2 =8 and 4+2 = 6, 6/2 = 3
So the midpoint of a straight line is (x, y) = (8,3)
Midpoint of straight line
For more practice you can see quiz section of this article.