A kite is overlaying a circle. The point at the end of the side of the kite with the short legs lies in the center of the circle. The short legs are both 6in and the obtuse angle they create is 120 degrees. Find the portion of the kite that lies outside of the circle.
Answers (1)
Ok, we have a circle with 6" radius and two sides of a kite are radii separated by 120 degrees. Area of circle = πr^2 = 113.097 and the kite covers 1/3 of that, so 37.699 is deducted from the total area of the kite to give the answer. But we have no idea how long the other two sides of the kite are, so there is no answer.