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Given - (1) 2 tangent RQ &RP from point R to center O.
(2) angle PRQ=120°
To prove - OR=PR+RQ
Construction - Join OQ &OP
OQ=OP.......(radius of a circle)
Proof - In ∆RPO&∆RQO
OR=RO.........(common side)
OQ=OP..........(proved above)
anglePOR=angle ORQ...(Alt. angles)
By SAS test, ∆RPO=∆RQO
OR=PR.....(cpct)....(1)
OR=RQ.....(cpct)....(2)
Add (1)&(2)
OR=PR+RQ .........hence proved.
hope it help u......✌️❣️
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