diagonals of a trapezium PQRS intersect each other at point O , PQ parallel RS and PQ=3RS find the ratio of areas of of triangle PQR and triangle ROS
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Answered by
115
According to question
PQ is parallel to RS
and
PQ = 3 RS
Thus in triangle PQR and ROS
PQ is parellel to RS
and
QR is common
Also
PR = QS
Thus
the triangles are similar
So
ration of traingle PQR and ROS = 1
PQ is parallel to RS
and
PQ = 3 RS
Thus in triangle PQR and ROS
PQ is parellel to RS
and
QR is common
Also
PR = QS
Thus
the triangles are similar
So
ration of traingle PQR and ROS = 1
Answered by
194
Heyyy mate
Hope it helps ......
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