Question

let s be a set of n segments in the plane. a line ? that intersects all segments of s is called a transversal or stabber for s.

Answer 1

Suppose 's' be a collection of 'n' plane segments. It is true to say that a transversal as well as stabber for 's' is a line that crosses every segment of 's'.

Explain the term transversal?

A transversal in geometry is a line, ray, as well as line segment that, on a plane, overlaps other lines, rays, including line segments at various locations.

• A transversal is a line that, at two different locations in the geometry, cuts through two lines within the same plane.
• Various sorts of angles in pairs, including successive internal angles, corresponding angles, and alternate angles, are produced by a transversal intersection between two lines.

Thus, if 's' be a collection of n plane segments. It is true to say that a transversal as well as stabber for 's' is a line that crosses every segment of s.

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