Take a point O and draw a circle of radius, 2.4 cm. Draw two radii OA and OB inclined to each other at 60°. Construct tangents at points A and B which intersect at point T. Measure angle ATB.
Steps of Construction:
1. Draw a circle with center O and radius 2.4cm.
2. Draw a radius OA of this circle.
3. Draw another radius OB which is 60° to OA.
4. Extend OA such that OA=AP.
5. Draw a perpendicular bisector of OP.
6. Extend OB such that OB=OQ.
7. Draw a perpendicular bisector of OQ.
8. The two perpendicular bisectors meet at T.
9. ∠ATB=120°.