Line segments that have the same length are called congruent segments, while angles that have the same measure are referred to as congruent angles. In geometry, congruence indicates that two figures are identical in shape and size, allowing for transformations such as rotation, reflection, or translation without altering their dimensions. This concept is fundamental in proving geometric properties and relationships.
You measure it.
The line segment (not segmant) is equal, in measure, to the diameter.
There is no reason that the length of a line segment can't be measured.There is no reason that the length of a line segment can't be measured.There is no reason that the length of a line segment can't be measured.There is no reason that the length of a line segment can't be measured.
you line up the dots of the segment to the dots of the protcractor and draw/measure the angles.
You need to measure the length of each line segment or arc and then sum them.
A line does not have a definite length .It extends to infinity.Whereas a line segment has a definite measure.
A line does not have a definite length .It extends to infinity.Whereas a line segment has a definite measure.
You measure it.
The line segment (not segmant) is equal, in measure, to the diameter.
There is no reason that the length of a line segment can't be measured.There is no reason that the length of a line segment can't be measured.There is no reason that the length of a line segment can't be measured.There is no reason that the length of a line segment can't be measured.
you line up the dots of the segment to the dots of the protcractor and draw/measure the angles.
You need to measure the length of each line segment or arc and then sum them.
A line segment has a measurable length because it represents the distance between two distinct points in a straight path, which can be quantified. In contrast, a line segment has no width, as it is a one-dimensional object with only length. This distinction allows us to measure length while width remains irrelevant in the context of a line segment. Thus, it is only the length that is a measurable attribute.
The line that divides a segment into two congruent segments is called the perpendicular bisector. This line intersects the segment at its midpoint and forms right angles with the segment, ensuring that the two resulting segments are equal in length.
A line is of infinite length, a segment is of finite length.
Line segments are parts of a line that have fixed endpoints. In Geometry, line segment form the edges of the polygon and appear in countless ways. This can only measure the length of segment but not of a line.
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.