Also rotating and vibrating phenomena can be modeled with a general sine function. The radius of a Ferris wheel is 16 m and its lowest point is 1 m above the earth’s surface. The Ferris wheel makes one complete round in 43 s. Find the function that models the height of the person enjoying the Ferris wheel ride in meters as a function of time. Time is measured in seconds from the lowest point. The starting point for the sine model is the first possible point on the positive taxis. a) Draw the graph of the height as a function of time. b) Write the height function in its exact form (no decimals allowed use fractions) without units.
I have already got the solution to this problem, but it is not possible to understand the answer, I guess this application/program makes math signs unreadable? Could you please write function h(t) in a readable way, maybe a screenshot is the best or smth else. Thank you!
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Also rotating and vibrating phenomena can be modeled with a general sine function.
The radius of a Ferris wheel is 16 m and its lowest point is 1 m above the earth’s surface. The Ferris wheel makes one complete round in 43 s. Find the function that models the height of the person enjoying the Ferris wheel ride in meters as a function of time. Time is measured in seconds from the lowest point. The starting point for the sine model is the first possible point on the positive taxis.
a) Draw the graph of the height as a function of time.
b) Write the height function in its exact form (no decimals allowed use fractions) without units.
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