To understand more about intersecting lines, one can start by knowing the geometric properties of intersecting lines.įollowing are the properties of intersecting lines: What are the properties of intersecting lines? This single point is where the intersection takes place. It is seen that when two non-parallel line segments are drawn finitely, they cross each other at some point. These lines are not parallel to each other and hence intersect when drawn forward. It signifies that a line segment can be measured and has an endpoint.Ĭoming on what are intersecting lines? Two given line segments are said to be intersecting lines when they have a point of intersection.Ī point of intersection is referred to the point where two or more line segments meet. Even though a line segment looks like a line, it has two endpoints. However, to portray a line, a line segment is used. Apart from this, lines have an infinite length which is generally immeasurable.

In theory, a line is defined as a figure that only has one dimension. To know what intersecting lines are, read the sections below to understand. This point of intersection can be one or more than one depending upon the number of intersecting lines. Intersecting lines have a point of intersection. It is not possible to show intersections with only one line. One can determine whether a given figure is of an intersecting line or not only if there is more than one line. However, they are always at a distance from each other, without a point of intersection. These parallel lines may extend forward or backward. It means these lines do not intersect and are therefore known as non-intersecting lines.Ī perfect example of non-intersecting lines can be two parallel lines next to each other. Non-intersecting lines refer to the lines that do not meet or touch each other. Now, talking about line segments, the lines that have definite lengths, can be of two types – On the other hand, a line is an unending figure that one cannot draw or perceive. It has a definite length and does not extend infinitely. In case a line has a starting point and an endpoint, it is termed a line segment. A line is usually straight and might not have an endpoint. In geometrical terms, a line is a one-dimensional structure that is equal to the distance between two points. Now that the concepts of a line and a line segment are clear, it will be easy to understand more about intersecting lines. One can identify it with the presence of two arrows, one at both ends of the line.

However, if it does have an endpoint, it is considered a line segment. Because of the indefinite length of a line, it has no ends. In all geometric terms, a line is made above indefinite points that extend infinitely in the forward and backward directions.Ī line is straight and is considered to be a structure with negligible broadness or depth. Before discussing intersecting lines and their examples, it would be useful to first know a line’s basic characteristics.

Parallel lines definition