Two lines that never meet are described as

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Multiple Choice

Two lines that never meet are described as

Explanation:
The idea here is parallelism. When two lines run in the same direction and lie in the same plane, they never cross each other no matter how far you extend them. They stay a constant distance apart, which is why they’re described as parallel. In contrast, intersecting lines cross at a point; perpendicular lines cross at a right angle; and skewed lines don’t lie in the same plane and don’t meet, but they aren’t parallel. In typical planar geometry, “never meet” points to parallel lines.

The idea here is parallelism. When two lines run in the same direction and lie in the same plane, they never cross each other no matter how far you extend them. They stay a constant distance apart, which is why they’re described as parallel. In contrast, intersecting lines cross at a point; perpendicular lines cross at a right angle; and skewed lines don’t lie in the same plane and don’t meet, but they aren’t parallel. In typical planar geometry, “never meet” points to parallel lines.

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