Understanding Endpoints in Mathematics: Definition and Importance in Line Segments and Rays

endpoint

In mathematics, an endpoint refers to the point at which a line segment or a ray ends

In mathematics, an endpoint refers to the point at which a line segment or a ray ends. It is the farthest or the last point on the line segment or ray.

Let’s take a line segment as an example. A line segment is a portion of a line that has two endpoints. These endpoints mark the boundaries of the line segment. For instance, if we have a line segment AB, A and B are the endpoints of the line segment.

On the other hand, a ray is a portion of a line that starts at a specific point and extends infinitely in one direction. Similarly, a ray has one endpoint, which is the starting point of the ray. If we have a ray CD, C would be the endpoint of the ray.

It is important to identify the endpoints of a line segment or a ray, as they help define the length or the direction of the line segment or ray.

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