The angle bisectors draw to find the center of circle inscribed in a triangle which is correct option(A)
What is an angle bisector?
Angle bisector is defined as a line that divide an angle into two equal angles.
Circumscribing circle has the centre at the intersection point of perpendicular bisectors of the sides of the given ∆.
Joining the point to any of its vertices would define the radius and with the radius you can draw the circumcircle.
In finding the inscribed circle of the given ∆,you have to get the intersection point of the internal angle bisectors of the ∆ as its center.
Then getting the perpendicular length on any of the sides from that very point you will get the radius of in circle to describe.
Hence, the angle bisectors draw to find the center of circle inscribed in a triangle.
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