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Answer a series of questions about each of the following four scenarios. 1. The height of a seat on a Ferris wheel varies sinus...Question
Answer a series of questions about each of the following four scenarios.
1. The height of a seat on a Ferris wheel varies sinusoidally with time (𝑡) in seconds. The wheel has a radius of 9 𝑚𝑚, and it rotates once every 60 seconds. Passengers get on at the boarding platform, which is 1.4 𝑚 above the ground.
a. show one rotation of the wheel starting at the lowest point.
b. Write the equation of the function that represents the graph.
c. Calculate the height of a seat after 50 seconds.
1. The height of a seat on a Ferris wheel varies sinusoidally with time (𝑡) in seconds. The wheel has a radius of 9 𝑚𝑚, and it rotates once every 60 seconds. Passengers get on at the boarding platform, which is 1.4 𝑚 above the ground.
a. show one rotation of the wheel starting at the lowest point.
b. Write the equation of the function that represents the graph.
c. Calculate the height of a seat after 50 seconds.
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