Hey!
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Given-:
∆RQT
QS bisects ∠RQT
∠R= ∠T
To prove- RS=TS
Proof-
∠R= ∠T [Given]
∠RQS= ∠TQS [ QS bisects ∠RQT]
RQ= QT [∠R= ∠T]
Here we get, ∆RSQ ≅ ∆TSQ
Thus, By C.P.C.T, we get,
RS=TS
Thus, correct Option=> (B)
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Hope it helps...!!!
