In the figure,
Given P (∆PRT) = P (∆PTQ)
=) PR + RT + PT = PT + TQ + PQ
=) PR + RT = QT + PQ
Since, PQ > PR (PQ is hypotenuse)
=) RT > OT
=)
Also, given PT = 3 so RT (PT is hypotenuse)
Since, RT+ TQ = 4, when RT = 3, TQ = 1
But Since RT
∴
∴ b) Answer
Correct Answer: (B) =