If a smaller replica of the Ferris wheel was constructed, what conclusions could you draw about the central angle of the original wheel and replica? What conclusions could you draw about the arc length of the original Ferris wheel and replica?

here are my calculations

1. Name of the Ferris wheel - The London Eye

2. Diameter of the wheel - 120m

3. Number of cars / compartments - 32

4. Circumference of the wheel - 2r = 2(60) = 376.99 377m

5. Area of the wheel - r^2 = (60)^2 = 11,309.73 11,310m^2

6. Measure of a central angle in degrees - 360 / 32 = 11.25 degrees

7. Measure of a central angle in radians - 2(x) / 360

2(11.25) /360 = .1963495408 .20 radians

8. Arc length between two cars or compartments - 2r(x) / 360

2(60)(11.25) /360 = 11.78

9. Area of a sector between two cars or compartments - r^2(x) / 360

(60^2)(11.25) / 360 = 353.43