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as triangle poq and triangle oqr are isoscles triangle oq= op ,oq=or, because op ,oq and or is a radius of a circe
- angle opq = angle oqp = 25 ( opp angle of equal side)
- angle orq = angle oqr = 20
- angle pqr = angle oqp + angle oqr
- = 25+ 20
angle pqr = 45
we also know that the angle subtended by an arc of a circle is double the angle subtended by it at any part on the remaining part of the circle
therefore , 2 angle pqr = angle por
2(45)=angle por
90 =angle por
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