Answer:
8 units
Explanation:
In the figure we have a pentagon with the following vertix: (2,6), (8,2), (6,-6), (-2,6), (-4,2).
Using analytic geometry we could find the distance between any two points of the pentagon. However, by looking at the picture we can also find the length of one side.
We observe that the side on the bottom has one extreme in (-2,-6) and the other one in (6,-6)
This particular side is a straight line parallel to the x-axis, therefore by simple inspection we can see that the length of the side is the distance between -2 and 6 (the abscissa of those points)
The distance between -2 and 6 equals 8.
Therefore, this side has a length of 8 units.