A line segment has how many end points?

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One

Two

Three

Four

answer is B.

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Detailed Solution

Concept- The fundamental definition of a line segment will be examined, along with its formation, and the number of end points of a line segment will be determined utilizing all of this information.
We are required to determine the number of termination points on a line segment, as stated in the question. In order to discover this, we must first understand what a line segment is and how it is created.Thus, a line segment is the shortest path between any two points and also a straight line that connects two points on a plane.
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Both figures 1 and 2 connect points A and B, but only figure 1 is a line segment and only figure 2 is not. Because a line segment provides the shortest distance, this is the case. Therefore, the line segment in figure 1 is the shortest distance between locations A and B, as can be seen. However, since it is not the shortest distance between the points A and B in figure 2, AB is not a line segment. In picture 2, the dotted lines represent the shortest path that can be taken to connect places A and B. If we consider how a line segment is created, we can say that it originates from a point or a dot.
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A point essentially lacks all dimensions, including length and width. Any particular point can be specified using a point. Let's think about points created by rays now.
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The sun's light reaching us is the best example of a ray. A ray only has one end. These rays combine to produce lines with no ends.

Finally, these lines are referred to as line segments when they are defined at particular endpoints.
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A line segment also has two ends. Consequently, we determine that a line segment has two endpoints.
Hence,the correct option is 2.

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