Answer:
To construct an Equilateral triangle inscribed in a circle with center P,
→Draw a circle with center P of any radius.
→With the help of Straight Edge, draw a line segment,passing through center P, cutting both ends of the circle.This line is Diameter of circle.Name it as NM.
→Putting one end of the compass,at one end of diameter,and opening the compass width equal to radius draw a circle passing through center of the circle.
→Mark point , A and B , on the original circle where the two circles intersect.The Area occupied between two circles is minor segment.Join AB.This is one side of equilateral Triangle.
→Draw another side that is segment,from point A and touching the other end of Diameter ,at Point ,M.Join BM also.
→This is Required equilateral Δ ABM.
Option C: Draw the diameter of the circle through center using a straight edge.
