Constructing a Transversal on Parallel Lines
Constructing a transversal line on a parallel line is very simple. To construct a transversal line between two parallel lines follow the the steps added below,
Step 1: Take a pair of Parallel Lines (say l and m)
Step 2: Draw a line (t) that cuts the first line.
Step 3: Now extend the line and then make it cut the second line (m) such that it also cuts line (m) and then the line so obtained is the transversal line.
Transversal Lines
Transversal Lines in geometry is defined as a line that intersects two lines at distinct points in a plane. The transversal line intersecting a pair of parallel lines is responsible for the formation of various types of angles that, include alternate interior angles, corresponding angles, and others. A transversal can intersect at least two lines that can be parallel or non-parallel.
Here, in this article, we learn about Parallel Lines and Transversals, Angle Relationship Between Parallel Lines and Transversals, and others in detail.
Table of Content
- What is a Transversal Line?
- Transversal Lines and Parallel Lines
- Transversal Lines and Angles
- Constructing a Transversal on Parallel Lines
- Transversal Line Examples
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