6. A ferris wheel has a diameter of 18 m and its centre is 12 m above the ground. If the ferris wheel completes one revolution every 36 seconds, find: a sinusoidal function that models the position of a person on the ferris wheel (lett represent the time on the ferris wheel in seconds and let h represent the height the person is above the ground in metres). Assume the person is at the bottom of the ferris wheel at zero second

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.3: Trigonometric Functions Of Real Numbers
Problem 43E
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6. A ferris wheel has a diameter of 18 m and its centre is 12 m above the ground. If the ferris
wheel completes one revolution every 36 seconds, find:
a sinusoidal function that models the position of a person on the ferris wheel (let t represent
the time on the ferris wheel in seconds and let h represent the height the person is above the
ground in metres). Assume the person is at the bottom of the ferris wheel at zero second
Transcribed Image Text:6. A ferris wheel has a diameter of 18 m and its centre is 12 m above the ground. If the ferris wheel completes one revolution every 36 seconds, find: a sinusoidal function that models the position of a person on the ferris wheel (let t represent the time on the ferris wheel in seconds and let h represent the height the person is above the ground in metres). Assume the person is at the bottom of the ferris wheel at zero second
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