Two planes are parallel and each plane contains a line. Are the two lines skew? Explain your reasoning.

If Two planes are parallel and each plane contains a line, the two lines are  not skew because In the event that any two lines fall on a single plane, they will either intersect or be parallel to one another. Both instances violate the concept of a skew line because the skew lines are neither parallel nor intersect.Do two parallel lines on a plane have a skew?Infinitely many lines cross through, yet only one of them is parallel to. Lines that never intersect and are in distinct planes are known as skew lines. Parallel lines and skew lines are distinguished by the fact that they both reside in the same plane, whereas skew lines do not. The two lines would overlap at some point if the two planes on which they are located weren't parallel, which again defies the definition of skew lines.Therefore, The skew lines are thus present if and only if both lines fall on a pair of parallel planes.Learn more about  parallel  lines fromhttps://brainly.com/question/24607467#SPJ1