SOLUTION: The figure is a model of a Ferris wheel. The diameter of the wheel is d = 180 feet, and one complete revolution takes 10 minutes. Find the linear velocity of a person riding on the

Algebra ->  Triangles -> SOLUTION: The figure is a model of a Ferris wheel. The diameter of the wheel is d = 180 feet, and one complete revolution takes 10 minutes. Find the linear velocity of a person riding on the      Log On


   



Question 1128972: The figure is a model of a Ferris wheel. The diameter of the wheel is d = 180 feet, and one complete revolution takes 10 minutes. Find the linear velocity of a person riding on the wheel. Give your answer in miles per hour and round to the nearest hundredth. (1 mi = 5,280 ft)
v= mph

Answer by ikleyn(52817) About Me  (Show Source):
You can put this solution on YOUR website!
.

v = pi%2AD%2An  feet per hour,


where n is the number of revolution per hour,  D is the diameter,  n = 6 revolutions per hour in this case.


So,  V = 3.14*180*6  ft/hour = 3391 ft/hour = 3391%2F5280 miles per hour = 0.64 miles per hour.     ANSWER