We know that the the distance from the center point to any point on the circumference of a circle is a fixed distance known as the Radius of a circle. R radius d diameter. Mathematically we can imagine a ring with radius x and thickness dx anywhere in the circle having the same center as the circle calculate its area and then sum up integrate it from x0 to xR.
Circumference 2 pi r.
So when you know the area to be 60 cm2 then the distance from center to a point on the circle be determined by the formula Apr2. Since the diameter of the circle is 6 feet the radius must be 3 feet the radius is always half of the diameter. The normal area of a circle is A pr2. It is given by Apr2.