Question

1. In ▭ PQRS, side QR < side PS side QR || side PS and if side QP ≅ side RS then
prove that ∠ PQR ≅ ∠ SRQ
Given : side QR || side PS side QP ≅ side RS
To Prove: ∠ PQR ≅ ∠ SRQ
Solution: ▭ PQRS is an isosceles trapezium
Seg PR ≅ ___Property of isosceles trapezium---[1]

Answer 1

Step-by-step explanation:

well Option A says PS = QR and according to the question PS ll QR ...

hence PQ has to be equal and parallel to RS ....since connecting two equal and ll lines.

Otherwise the easiest way to find out whether it is a parallelogram or not draw two lines parallel and equal to each other and connect them with other two lines and see it will form a parallelogram

Therefore, this option is sufficient