The path the bottom of a car travels in the Ferris Wheel below can be approximated...

   

   

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The path the bottom of a car travels in the Ferris Wheel below can be approximated by the circle with equation x+y24236, where x if the number of feet horizontal from the center of the Ferris Wheel and y is the height of the car from the center of the Ferris Wheel in feet. Each stop can load the 5 cars located within the 2 angled support structures. When the Farris Wheel is stopped, the horizontal distance between the end cars is 49.6 feet. 49.6 ft How far is the bottom of the middle car from the center of the circle? feet To find the height of the end car that is loaded you need to fin? when ?C feet. y The height of the end car that is loaded is x feet from ter of the ferris wheel. How much higher are the end cars when they are loaded than the middle car? feet The path the bottom of a car travels in the Ferris Wheel below can be approximated by the circle with equation x+y24236, where x if the number of feet horizontal from the center of the Ferris Wheel and y is the height of the car from the center of the Ferris Wheel in feet. Each stop can load the 5 cars located within the 2 angled support structures. When the Farris Wheel is stopped, the horizontal distance between the end cars is 49.6 feet. 49.6 ft How far is the bottom of the middle car from the center of the circle? feet To find the height of the end car that is loaded you need to fin? when ?C feet. y The height of the end car that is loaded is x feet from ter of the ferris wheel. How much higher are the end cars when they are loaded than the middle car? feet