A) \[\text{PR = QR}\]
B) \[\text{PR QR}\]
C) \[\text{PR QR}\]
D) All the above
Correct Answer: D
Solution :
Given that R is any point on\[\overline{\text{PQ}}\], R may be Icoser to P or Q or exactly in between P and Q. Hence PR = QR or PR < QR or PR > QR may be true.You need to login to perform this action.
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