Understanding Endpoints in Mathematics: The Basics of Line Segments and Rays

endpoint

In mathematics, an endpoint refers to one of the two points that define the boundaries of a line segment or a ray

In mathematics, an endpoint refers to one of the two points that define the boundaries of a line segment or a ray. These points indicate where the segment or ray starts or ends.

For example, consider a line segment AB. Point A and point B are the endpoints of the line segment. Point A is where the line segment starts, and point B is where it ends.

Similarly, for a ray, let’s say ray PQ. Point P is the endpoint where the ray starts, and the ray extends infinitely in the direction of point Q.

It is important to note that an endpoint is a specific point in space and is denoted by a single coordinate or location. The endpoints help determine the length of a line segment or specify the direction of a ray.

To correctly identify the endpoints of a line segment or a ray, carefully read and understand the given information or context of a problem. The endpoints play a significant role in solving many mathematical concepts and problems involving lines and segments.

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