Your seat on a Ferris Wheel is at the indicated position at time t = 0, according to the image attached. Let t be the number of seconds elapsed after the wheel begins rotating counterclockwise. You find it takes 3 seconds to reach the top, which is 53 feet above the ground. The wheel is rotating 12 RPM and the diameter of the wheel is 50 feet. Let d(t) be your height above the ground at time t. Arguing that d(t) is a sinusoidal function, determine the phase shift of this function.
Your seat on a Ferris Wheel is at the indicated position at time t = 0, according to the image attached. Let t be the number of seconds elapsed after the wheel begins rotating counterclockwise. You find it takes 3 seconds to reach the top, which is 53 feet above the ground. The wheel is rotating 12 RPM and the diameter of the wheel is 50 feet. Let d(t) be your height above the ground at time t. Arguing that d(t) is a sinusoidal function, determine the phase shift of this function.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Your seat on a Ferris Wheel is at the indicated position at time t = 0, according to the image attached.
Let t be the number of seconds elapsed after the wheel begins rotating counterclockwise. You find it takes 3 seconds to reach the top, which is 53 feet above the ground. The wheel is rotating 12 RPM and the diameter of the wheel is 50 feet. Let d(t) be your height above the ground at time t.
Arguing that d(t) is a sinusoidal function, determine the phase shift of this function.
Transcribed Image Text:Start
53 feet
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