In a trapezium PQRS, PQ||SR and PQ= 2 SR. if the diagonals intersect at O and area of `trianglePOQ = 96 cm^(2)` , find th area of `triangleSOR`.

In a trapezium PQRS, PQ||SR and PQ= 2 SR. if the diagonals intersect at O and area of trianglePOQ = 96 cm^(2) , find the area of triangleSOR .

ABCD is an isoceles trapezium . AB||CD AD=BC diagonal intersect at O, area of ABO = 84 cm^(2) find area of Delta COD

In trapezium PQRS , PQ||SR . If PQ=4 units , SR=6 units . If the diagonals of the trapezium intersect each other at the points C , then find the ratio CQ:CS .

Kamala have drawn a trapezium PQRS of which PQ||SR . If the diagonals PR and QS intersect each other at O , then prove that OP:OR=OQ:OS , If SR=2PQ , then prove that O is a point of trisection of both the diagonals.

In trapezium PQRS, PQ || SR and the ratio of PQ to SR is 3:2. If the area of the trapezium is 480 cm^(2) and the distance between PQ and SR is 12 cm, then the length of SR is

In trapezium PQRS , PQ||SR . If PQ=6cm , SR=9cm and QS=15cm and the point of intersection of the diagonals be C , then find the length of CQ .

In trapezium PQRS , PQ|| SR . A is intersection point of diagonals. AR=5AP and AS=5AQ . Prove that SR=5PQ

In trapezium PQRS , side PQ|| side SR. AR= 5 AP and AS = 5AQ. Prove that : SR = 5PQ

In trapezium PQRS ,side PQ|| side SR . Diagonals PR and QS intersect each other at point M . PQ=2RS . Prove that PM=2RM and QM=2SM .

The parallel sides of an isosceles trapezium PQRS are 12 cm and 6 cm and the distance between them is 4 cm. PT and QU are the perpendiculars drawn to SR. Find the area of the triangle PST (in cm^(2) ).