Any line segment can be formed by joininga)two pointsb)three pointsc)f...
Answer :
Explanation: single line can be formed by
joining two points . So exactly one line segment can be determined.
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Any line segment can be formed by joininga)two pointsb)three pointsc)f...
Definition of a Line Segment:
A line segment is a part of a line that is bounded by two distinct points. It is a straight path between two points in a given space. A line segment is finite in length and has two endpoints.
Options:
a) Two points
b) Three points
c) Four points
d) More than three points
Explanation:
A line segment can be formed by joining two points, which means that option 'A' is the correct answer.
Reasoning:
Let's consider the other options and understand why they are incorrect.
b) Three Points:
To form a line segment, we need exactly two distinct points. If we have three points, we can only form a triangle or a polygon, but not a line segment.
c) Four Points:
Similarly, if we have four points, we can form a quadrilateral or any other polygon, but not a line segment.
d) More than Three Points:
If we have more than three points, we can still form various polygons or curves, but not a line segment.
Conclusion:
In conclusion, a line segment can only be formed by joining two distinct points. This is because a line segment is a finite straight path between two points. It is important to understand the definition of a line segment and the number of points required to form it accurately.