Two circles of the same radius of 5 cm intersect. The area of the union of these circles is 44 Pi cm2.

Two circles of the same radius of 5 cm intersect. The area of the union of these circles is 44 Pi cm2. Find the area where these circles intersect.

To solve this problem, you need to calculate the area of these circles. The area of a circle is pi times the square of the radius. Knowing that the radius is 5 cm, we calculate the area.
S = π * r ^ 2 = π * 5 * 5 = 25π square meters. cm.
Then the area of two circles.
25π * 2 = 50π square cm
To calculate the area of intersection of the circles, we must subtract the area of unification from the area of both circles – 44π square centimeters.
50π-44π = 6π sq. cm.
Answer: 6π square cm.