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If AB || CD and CD || PQ then AB and PQ are  
  • a)
    Parallel to each other
  • b)
    Perpendiculars to each other
  • c)
    Intersecting but not perpendicular
  • d)
    Collinear points (A, B, and Q) 
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
If AB ||CD and CD ||PQ then AB and PQ are a)Parallel to each otherb)Pe...
∵ AB || CD, and
CD || PQ
∴ AB || QP
Free Test
Community Answer
If AB ||CD and CD ||PQ then AB and PQ are a)Parallel to each otherb)Pe...
Explanation:
- Parallel Lines:
When two lines are parallel, it means they will never intersect no matter how far they are extended. In this case, AB and CD are parallel, and CD and PQ are also parallel.
- Transitive Property:
If AB is parallel to CD and CD is parallel to PQ, then by the transitive property of parallel lines, AB must also be parallel to PQ.
- Conclusion:
Since AB and PQ are both parallel to the same line CD, they are parallel to each other as well. Therefore, the correct answer is option 'A' - Parallel to each other.
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If AB ||CD and CD ||PQ then AB and PQ are a)Parallel to each otherb)Perpendiculars to each otherc)Intersecting but not perpendiculard)Collinear points (A, B, and Q)Correct answer is option 'A'. Can you explain this answer?
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