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https://math.answers.com/geometry/Can_a_pair_of_lines_be_both_parallel_and_skew

Can a pair of lines be both parallel and skew? - Answers

No. Parallel has a specific meaning. For lines to be parallel, they have to lie in a common plane, but not touch each other. If they are skew, they still don't touch each other, but they now do not lie in a common plane. More specifically, skew lines, by definition, are not co-planar.



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Can a pair of lines be both parallel and skew? - Answers

https://math.answers.com/geometry/Can_a_pair_of_lines_be_both_parallel_and_skew

No. Parallel has a specific meaning. For lines to be parallel, they have to lie in a common plane, but not touch each other. If they are skew, they still don't touch each other, but they now do not lie in a common plane. More specifically, skew lines, by definition, are not co-planar.



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https://math.answers.com/geometry/Can_a_pair_of_lines_be_both_parallel_and_skew

Can a pair of lines be both parallel and skew? - Answers

No. Parallel has a specific meaning. For lines to be parallel, they have to lie in a common plane, but not touch each other. If they are skew, they still don't touch each other, but they now do not lie in a common plane. More specifically, skew lines, by definition, are not co-planar.

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      No. Parallel has a specific meaning. For lines to be parallel, they have to lie in a common plane, but not touch each other. If they are skew, they still don't touch each other, but they now do not lie in a common plane. More specifically, skew lines, by definition, are not co-planar.

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