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Mathematically speaking, no.
Can you construct a line segment. Draw a line segment of length. It is customary to draw a straight line upon. We can construct a line segment of any length by following two methods.
How to copy a line segment. Learn how to construct a line segment bisector and a right angle using just a compass and a straightedge Questions and answers on constructing a line segment.
Perpendicular bisector of a line segment. Construct a perpendicular to $l$, let this meet. Euclid’s first postulate states that a line can be drawn between any two points.
The two methods are : Obtain the length of the line segment. Most of the methods use similar triangles in some way.
Draw line segments of the following lengths using the ruler: Below, two different ones are found. That is, as long as we have two points, we can construct a line segment.
It is also possible to copy a line segment that already exists. To do this, we line up the edge of the straightedge with the two points and draw a line. (a) by using a scale.
Sum of n line segments. We can draw a line segment of a given length in two ways: Place the needle of the compass at one endpoint of the original line segment.
A segment can be trisected in many ways. In order to construct a line segment of a given length using a compass, we follow the given steps: Using just a compass and a straightedge.
(b) by using a pair of compasses. Constructing a congruent line segment. Let's call this the first line segment.
Even if you had infinite precision, you cannot draw a line segment whose length is an irrational number (with the exception of those. Construct a line segment through the given point parallel to the given line segment. Mark a point a (say).
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