Help! I'm currently in hte hospital due to surgery and I accnot access any online sources due to the restriction of the hopital wi fi , also the professor is away on vacation

Part 2: Chain Rule Application '1 \"to I} f: All aboard! You hop on a ferris wheel cart for a ride that consists of 2 revolutions rotating counterclockwise. The loading platform is 5 feet above ground level. Let H (t) be your height above the ground, in feet, on the fenis wheel as a mction of time, in minutes after the ride begins. Answer the following questions. in - - HG) =50cos[%x]+ 55 1. Graph the function in GeoGebra and adjust the window so that you can see the entire 2 revolutions of your ride. Answer the following about the ferris wheel: a. What is the diameter of the ferris wheel (include units)? Explain using the equation andfor the graph. b. How long does each revolution take (include units)? Explain using the equation andfor the graph. 2. Find H0) and interpret the result in terms of the application. Include units and state your precise position on the ferris wheel at this moment (3 o'clock, 6 o'clock, 9 o'clock, etc.)