9) 40 ft The 40 ft diameter waterwheel at Deleon Springs State Park is an old sugar mill that turns at a rate of 4 rev/min, counterclockwise. Suppose that a coordinate system is chosen with the origin at the bottom of the wheel (at water level). Att= 0, suppose that a point on the wheel is located at (20, 20). (0,0) Write a function y(t) = AsinB (t - C) + D that represents the y position (in feet) of the point as a function of the time t in minutes.

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Chapter2: Graphical And Tabular Analysis
Section2.1: Tables And Trends
Problem 1TU: If a coffee filter is dropped, its velocity after t seconds is given by v(t)=4(10.0003t) feet per...
Question
9)
40 ft
The 40 ft diameter waterwheel at Deleon Springs
State Park is an old sugar mill that turns at a rate
of 4 rev/min, counterclockwise. Suppose that a
coordinate system is chosen with the origin at
the bottom of the wheel (at water level).
Att= 0, suppose that a point on the wheel is
located at (20, 20).
(0,0)
Write a function y(t) = AsinB (t - C) + D that represents the y position (in feet) of the point as a
function of the time t
in minutes.
Transcribed Image Text:9) 40 ft The 40 ft diameter waterwheel at Deleon Springs State Park is an old sugar mill that turns at a rate of 4 rev/min, counterclockwise. Suppose that a coordinate system is chosen with the origin at the bottom of the wheel (at water level). Att= 0, suppose that a point on the wheel is located at (20, 20). (0,0) Write a function y(t) = AsinB (t - C) + D that represents the y position (in feet) of the point as a function of the time t in minutes.
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