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A defined line segment has endpoints.

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Which geometric terms is named by its endpoints?

It is a line segment


What is the geometric term for The edge of a desk?

The geometric term for the edge of a desk is a "line segment." In geometry, a line segment is a part of a line that is bounded by two distinct endpoints. In this case, the edge of the desk can be represented as a line segment where the two endpoints are where the edge begins and ends.


What is the geometric definition of a segment?

A line segment's length is restricted by its endpoints


What is named by its to endpoints?

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Do planes have endpoints?

Yes, planes have endpoints in the context of a geometric plane, which is an infinite flat surface that extends in all directions without boundaries. However, in aviation, planes have specific endpoints, which refer to the departure and arrival airports for a flight. These endpoints are crucial for flight planning and navigation.


A part of a line that can be named by its endpoints?

A ray


What plane geometric figure is formed by three non-collinear line segments that meet at the endpoints?

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What is a geometric term?

A geometric term is a term of geometry.


What is the geometric term for a yardstick?

A yardstick is a linear measuring tool, typically three feet long, used for measuring length or distance. In geometric terms, it can be referred to as a "line segment" since it has two endpoints and a defined length. Additionally, it can be considered a specific instance of a "measurement tool" in geometry.


A part of a circle named by its endpoints?

An arc is a part of a circle that is defined by its endpoints. It is a segment of the circumference of the circle.


What geometric term describes a line that has two end points?

A line with two endpoints is called a "line segment." Unlike a line, which extends infinitely in both directions, a line segment has a definite length and is defined by its two endpoints. It is a fundamental concept in geometry used to represent distances and connections between points.


Which geometric term describes a ruler?

Which geometric term describes a ruler