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https://math.answers.com/geometry/Do_two_parallel_line_segments_have_the_same_midpoint

Do two parallel line segments have the same midpoint? - Answers

Two line segments are parallel if the distance between them is the same from one end of the line segment to the other, or if they never intersect. They may very well be different lengths which would give them different midpoints. In fact if you plotted them on the x,y, cartesian coordinate system, even if they were the same lenght, the midpoint would be different since the lines never intersect.



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Do two parallel line segments have the same midpoint? - Answers

https://math.answers.com/geometry/Do_two_parallel_line_segments_have_the_same_midpoint

Two line segments are parallel if the distance between them is the same from one end of the line segment to the other, or if they never intersect. They may very well be different lengths which would give them different midpoints. In fact if you plotted them on the x,y, cartesian coordinate system, even if they were the same lenght, the midpoint would be different since the lines never intersect.



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https://math.answers.com/geometry/Do_two_parallel_line_segments_have_the_same_midpoint

Do two parallel line segments have the same midpoint? - Answers

Two line segments are parallel if the distance between them is the same from one end of the line segment to the other, or if they never intersect. They may very well be different lengths which would give them different midpoints. In fact if you plotted them on the x,y, cartesian coordinate system, even if they were the same lenght, the midpoint would be different since the lines never intersect.

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      Two line segments are parallel if the distance between them is the same from one end of the line segment to the other, or if they never intersect. They may very well be different lengths which would give them different midpoints. In fact if you plotted them on the x,y, cartesian coordinate system, even if they were the same lenght, the midpoint would be different since the lines never intersect.

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