Draw a circle with centre O and radius 3.5cm. Draw tangents PA and PB
to the circle, from a point P outside the circle, at points A and B
respectively, ZAPB = 80°.
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Steps of construction are as follows:-
1) Draw a circle of radius OQ= 3.5cm with centre at O.
2) Draw an angle of 90° from point O.
3) Let ray of angle intersect the circle at R.
4) Now draw 90° from point Q
5) Draw 90° at point R.
6) These two arcs meet each other, mark the point as P
PQ and PR are the two tangents inclined at angle of 45°
Now ∠AOB=90° and ∠APB=45°
=∠AOB+∠APB=135°°
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