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Angle PRO =QRO=60 as the line joining bisects the total angle of the tangent
Angle RQO = RPO = 90 as the tangents are perpendicular to the radius.
Therefore, By using Trigonometric identities in Triangle PRO ,
Cos Angle PRO = OR/PR
1/2 = PR/OR
Therefore OR = 2PR
Similarly in Triangle QRO
OR = 2QR
Adding both equations we get,
OR + OR = 2QR + 2PR
2OR = 2(QR+PR)
Therefore,
OR = QR + PR
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