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Which of the following figures lie on the same base and between the same parallels. In such a case, write the common base and the two parallels.
Asked by Aravind Last Modified
Answer 
Tasneem
(i) Yes. The trapezium ABCD and triangle PCD have a common base CD and these are lying between the same parallel lines AB and CD.
(ii) No. The parallelogram PQRS and trapezium MNRS have a common base RS. However, their vertices, (i.e., opposite to the common base) P, Q of parallelogram and M, N of trapezium, are not lying on the same line.
(iii) Yes. The parallelogram PQRS and triangle TQR have a common base QR and they are lying between the same parallel lines PS and QR.
(iv) No. The parallelogram ABCD and triangle PQR are lying between same parallel lines AD and BC. However, these do not have any common base.
(v) Yes. The parallelogram ABCD and parallelogram APQD have a common base AD and these are lying between the same parallel lines AD and BQ.
(vi) No. The parallelogram PBCS and PQRS are lying on the same base PS. However, these do not lie between the same parallel lines.
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