PQ and RS are two chords of a circle.PQ and RS produced meet at T. if angle RPS = angle PTR = x, prove that RP = RQ
Answers to this only...
Answers
Answered by
0
Step-by-step explanation:
sorry bro what is meaning of chards
Answered by
0
Answer:
In cyclic quadrilateral PQRS:
∵PQ∣∣RS
⇒PR=QS
We know from the properties of circle, OP⋅OR=OQ⋅OS
Above can also be written as OP⋅(OP+PR)=OQ⋅(OQ+QS)
⇒OP
2
−OQ
2
=QS(OQ−OP)
⇒(OP−OQ)(OP+OQ+QS)=0
∴OP=OQ
Step-by-step explanation:
It is same thing with different variables so you can write this with variables you have in your question
Similar questions