Can a line segment have 2 mid points?
No. Can it have more than three endpoints?
i don't think so...
nope, two endpoints, and one midpoint.
If f (x) - 4x - 3, find f (-1)
if f (x) - 4x - 3, find the following f (-1)
thank you Bobpursley, I get it now...
Good night
No, a line segment cannot have two midpoints. The midpoint of a line segment is a unique point that divides the segment into two equal parts.
To understand why there can only be one midpoint, let's consider the definition of a midpoint. The midpoint of a line segment is the point that is equidistant from both ends of the segment. In other words, if you measure the distance from each end of the line segment to the midpoint, you will find that they are equal.
Now, suppose there were two midpoints on a line segment. This would mean that both points are equidistant from the two ends of the segment. However, since the segment has only one length, it is not possible for two points to be equidistant from both ends.
So, in conclusion, a line segment cannot have two midpoints. There is only one unique midpoint on a line segment.