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Westcoast Wheel Problem

This problem explores the motion of a person on a Ferris wheel situated 2 meters above ground level, with a 12-meter diameter and a full rotation period of 24 seconds. The challenge is to determine the person's height above the ground after 7 seconds. To solve this, we model the person's vertical movement as a sinusoidal function. This analysis clarifies the relationship between time and height for points on the wheel, offering insights into periodic functions in real-world applications.

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Westcoast Wheel Problem

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  1. Westcoast Wheel Problem By: Agata Chrzastowska

  2. Westcoast Wheel Problem • A person enters the westcoast at a point 2m above the ground. The Ferris Wheel has a diameter of 12m and does one full revolution in 24 seconds. How far above the ground is the person after 7 seconds? • For your answer: The movement of a person can be written as a sinusoidal function.

  3. Sinusoidal function equation

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