Geometry

Question Analysis

This question involves the concept of skew lines in geometry. The main focus is on understanding the fundamental property of skew lines (non-coplanarity) and determining the geometric space in which they can exist.

Key Concept Explanation:

Skew lines are non-coplanar lines that do not intersect and exist in three-dimensional space.

Option Analysis

Only Option B is correct. In three-dimensional space, there are multiple planes, and it is possible to have lines that are not in the same plane and do not intersect, which are skew lines.

In a two-dimensional space, all lines lie within the same plane. They must either intersect or be parallel; no skew lines exist. Therefore, Options A and...