for a cirlce with centre O , two tangent PA and PB from an angle of 80° from an external point P, find
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Answer:
I answer is the 50
Step-by-step explanation:
→OA,OB are radii,
PA,PB are tangent
→∆PAO=90°,∆PBO=90°,∆BPA=80°
In quadrilateral OAPB,
→90°+90°+80°+∆AOB=360°
→960°-180°-80°=100°
But ∆POA=1/2∆AOB
→1/2×100=50°
=∆POA=50°
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