SOLUTION: Find the coordinates of the point half way between (-2,6) and (6,-4).

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Question 95950: Find the coordinates of the point half way between (-2,6) and (6,-4).

Answer by bucky(2189)   (Show Source): You can put this solution on YOUR website!
Given the two points (-2, 6) and (6, -4)
.
Finding the coordinates of the midpoint along the line that joins these two points can be
done by averaging the two x values of the points and then averaging the two y values of
the points.
.
Let's do it.
.
The x value of the midpoint comes from averaging the two x values of the points. In other
words find the x value of the midpoint by averaging -2 and +6. Add these two numbers and
divide by 2 to get the average. -2 + 6 adds to +4 and divide that by 2 to get +2 as the x
value of the midpoint.
.
The y value of the midpoint comes from averaging the two y values of the points. So to get
the y value of the midpoint you average 6 and -4. Add these two values and you get +2.
Average by dividing by 2 to get +2/2 = +1. Therefore, the y value of the midpoint is +1.
.
Putting these two together, the midpoint of the line joining the two given points is:
.
(2, 1)
.
Hope this helps you to understand how you can find the midpoint of the line that joins the
two points.

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