No.
congruent
A dictionary "has" all of those words. Note: "a line" is NOT a valid answer because a line has the dimension of "LENGTH" and it cannot be zero or it isn't a line.
Dimension is the height, width & length of an object. But that object, within those 3 measurements, can have infinite variations in shape.
Two angles are congruent if they both measure exactly the same number of degrees. Two line segments are congruent if they both have exactly the same length.
There are more than two: A parallelogram has two sets of parallel line segments which may be of unequal length; A rectangle is a parallelogram that has line segments that meet at right angles; A rhombus has to sets of parallel line segments which are all of the same length; A square is a rhombus which has line segments meeting at right angles, or stated differently a square is a rectangle which has all line segments of the same length.
A bisector cuts a line SEGMENT into two congruent line segments. A line has indefinite or infinite length.
The answer to, "Segments that have the same length" Is Congruent Segments!
It could be a right angle trapezoid whereas the other two angles are acute and obtuse
This is another definition of a line. It has only one dimension: infinite length.
It is the length of one (or more) segments compared to the length of other segments.
The third dimension refers to the level of depth in a three-dimensional space, adding the aspect of height to the two-dimensional plane of length and width. It allows objects to have volume and be viewed from multiple angles.
One-dimensional objects with infinite length include lines and line segments that extend indefinitely in both directions. In mathematics, a line is defined as having length without width or depth and continues infinitely. Other examples include curves like straight lines in geometry. However, line segments, by definition, have finite lengths and do not fit this criterion.