is the following statement true or false?

True.

A line segment is a section of a line. It is named and determined by its endpoints. Unlike a line, whose length is infinite, a line segment has finite length.

The midpoint of a line segment is the point on the segment that is equidistant (the same distance) from each endpoint. Because a midpoint splits a line segment into two equal halves, the midpoint is said to bisect the line segment.

Because a midpoint cuts a line segment in half, knowing the distance between the midpoint and one endpoint of a line segment allows you to calculate the length of the entire line segment. For example, if the distance from one endpoint to the midpoint of a line segment is 5, the length of the whole line segment is 10.

True

The answer is in the question. If it is a midpoint of a line segment, it has to be on that given line

True.

The "midpoint" of a line segment, is literally the "middle" point of the line segment.

A line segment always contains its own middle point.

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I say true..... it's a guess based on memory though.

That will be a true.

I think so