no it does not have a width
a line or line-segment
Yes.
A line segment has length. That is its only dimension. It does not have any width, or height or depth.
no because its not a line....lines don't have any width just length.
The step that ensures the new line segment has the same length as the original line segment involves using a compass to measure the distance between the endpoints of the original segment. By placing the compass point on one endpoint and adjusting it to the other endpoint, the same width can be transferred to the new location where the new segment will be constructed. This guarantees that the new line segment will be congruent in length to the original one.
None of them since a thread has a finite length and finite width. A point has neither length nor width whereas a line, line segment and ray do not have any width. A plane has infinite length and width. The nearest approximation is a line segment.
It is true. A line segment has finite length but no width.
a line or line-segment
Yes.
A line segment has length. That is its only dimension. It does not have any width, or height or depth.
The problem is that the width of a line is zero. No drawing instrument can manage that!
no because its not a line....lines don't have any width just length.
So that the arcs constructed are at midpoint of the line segment to be bisected.
The step that ensures the new line segment has the same length as the original line segment involves using a compass to measure the distance between the endpoints of the original segment. By placing the compass point on one endpoint and adjusting it to the other endpoint, the same width can be transferred to the new location where the new segment will be constructed. This guarantees that the new line segment will be congruent in length to the original one.
as many as there are ways to place points on a line segment
oneA line segment has one dimension - length, from one end of the line to another. The line is not considered to have any width or thickness.
To construct the bisector of a line segment, first, draw the line segment and label its endpoints as A and B. Using a compass, place the pointer on point A and draw an arc above and below the line segment. Without changing the compass width, repeat this from point B, creating two intersecting arcs. Finally, draw a straight line through the intersection points of the arcs; this line is the bisector of the segment AB.