It is your job to design a Ferris Wheel that meets the following parameters. • The bottom of the Ferris Wheel must be at a height so anyone would be able to walk under it. • It needs to be a ride of 45sec if it where to do one full cycle without stopping. Everyone obviously gets on at the bottom so that is the starting point. • From the middle of the ferris wheel to the top must be 15m. a) Sketch the graph that resembles the motion of your ferris wheel. b) What is the amplitude and the horizontal axis? c) If someone missed their stop, how high would they be after 80 seconds? d) What is another application of Periodic Functions and why?
It is your job to design a Ferris Wheel that meets the following parameters. • The bottom of the Ferris Wheel must be at a height so anyone would be able to walk under it. • It needs to be a ride of 45sec if it where to do one full cycle without stopping. Everyone obviously gets on at the bottom so that is the starting point. • From the middle of the ferris wheel to the top must be 15m. a) Sketch the graph that resembles the motion of your ferris wheel. b) What is the amplitude and the horizontal axis? c) If someone missed their stop, how high would they be after 80 seconds? d) What is another application of Periodic Functions and why?
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Transcribed Image Text:It is your job to design a Ferris Wheel that meets the
following parameters.
. The bottom of the Ferris Wheel must be at a
height so anyone would be able to walk under
it.
• It needs to be a ride of 45sec if it where to do
one full cycle without stopping. Everyone
obviously gets on at the bottom so that is the
starting point.
. From the middle of the ferris wheel to the top
must be 15m.
a) Sketch the graph that resembles the motion of
your ferris wheel.
b) What is the amplitude and the horizontal axis?
c) If someone missed their stop, how high would
they be after 80 seconds?
d) What is another application of Periodic Functions
and why?
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