Parallel Lines Applications in Real-Life
Parallel lines can easily be observed in real-life. One of the best examples of parallel lines is the railway tracks. These tracks are literally parallel lines in real life, as they are supposed to be always parallel to each other to grip the wheels of the train at all costs. Some other real-life examples of parallel lines are the edges of an almirah, scale (ruler), etc.
Parallel Lines | Definition, Properties & Formula
Parallel Lines in Maths are the lines in a plane that never cross or intersect at any point, remaining constantly equidistant from one another. These lines run alongside each other indefinitely without ever meeting, although it is sometimes said they converge at infinity. Essentially, parallel lines are lines that do not intersect.
Parallel lines are non-intersecting lines, and they meet at infinity. Broadly lines can be divided into Parallel Lines, Intersecting Lines, and Perpendicular lines.
In this article, we will learn about parallel lines, their properties, axioms, theorems, and detailed examples.
Table of Content
- What are Parallel Lines?
- Parallel Lines Definition
- Parallel Lines Symbol
- Parallel Lines Formula
- Parallel Lines and Transversal
- Angles in Parallel Lines
- Properties of Parallel Lines
- How Do You Know If Lines Are Parallel?
- Parallel Lines Equation
- Parallel Lines Axioms and Theorems
- Parallel Lines are Consistent or Inconsistent
- Parallel Lines Applications in Real-Life
- Parallel Lines Solved Examples
- Parallel Lines Practice Problems
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