Which statement correctly describes parallel lines?

Parallel lines are defined as lines that never intersect and lie on the same plane. This characteristic ensures that no matter how far the lines are extended in both directions, they will never cross each other. The concept of being "on the same plane" is crucial, as parallel lines exist within a two-dimensional space, allowing for consistent distance between them throughout their length.

The distance between parallel lines remains constant, which means they maintain an equal gap and do not converge or diverge as they extend. In contrast, lines that intersect do so at a point, and lines on different planes cannot be classified as parallel since they do not reside within the same dimensional space.

Understanding these properties gives a clear Foundation on why the correct description of parallel lines is that they never meet and are confined to the same plane.