Three non-concentric circles of equal radii are drawn such that each circle touches the other two externally. The centres are joined to form a triangle whose area is 17320.5 cm^2. Find the area of the triangle not included in the circles.
Note that the triangle is equilateral and side length is twice radius of circle. Also from area of triangle we can obtain side length of the triangle and consequently, the radius of the circle, and its area.
solve it by using figure
Area of triangle not included in the circle
= Area of triangle - Area of sectors
= 1620.5 cm^2
Option 6)