State whether the following statements are true or false:

In figure, five-line segments are OC, DE, EO, OB, DO.

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True

False

answer is A.

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Detailed Solution

The given statement is true.
Concept: A line segment is a section of a line that is defined by two distinct end points and includes every point on the line between them.
To find a line segment, we must select two marked locations from B, C, D, E, or O that are located on the same line. These two highlighted spots will be the ends of a line segment.
The figure shows that there is one line that extends infinitely on both sides and two rays that originate at the point O and the rays extend infinitely on the opposite side to O.
We have one line segment from the ray, which is OC.
The infinite line yields the non-overlapping line segments DE, EO, and OB.
DO is a line segment that is distinct from DE or EO, despite the fact that it overlaps both.
Therefore, the required line segments are OC, DE, EO, OB, DO Hence, the given statement is true..

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