In the given figure PQ||RS. Prove that ∆POQ is similar to ∆SOR. please please be quick!!!
Attachments:
Answers
Answered by
101
As pq || to rs
ang( ORS) = ang (OQP)
and,
ang (OSR ) = ang (OPQ) ( Co - interior angles )
and
ang ( ROS) = ang ( POQ) ( Vertically opposite angles )
as we have proved above by AA similarity triangle POQ is similar toSOR..
in AA similarity we have to prove only two angles equal but for better clarification i proved all....
PLZ MARK AS BRAINLIEST
ang( ORS) = ang (OQP)
and,
ang (OSR ) = ang (OPQ) ( Co - interior angles )
and
ang ( ROS) = ang ( POQ) ( Vertically opposite angles )
as we have proved above by AA similarity triangle POQ is similar toSOR..
in AA similarity we have to prove only two angles equal but for better clarification i proved all....
PLZ MARK AS BRAINLIEST
rakshankmr:
Thanks a lot fireboy....by the way...nice username :P
Answered by
30
Answer:
AA criteria
Step-by-step explanation:
As pq || to rs
ang( ORS) = ang (OQP)
and,
ang (OSR ) = ang (OPQ) ( Co - interior angles )
as we have proved above by AA similarity triangle POQ is similar toSOR.
Similar questions