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Chapter 14: Q50. (page 768)
Find the exact value of the function .
The exact value of given function is .
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For Exercises , use the following information.
A marker buoy off the coast of Gulfport, Mississippi, bobs up and down with the
waves. The distance between the highest and lowest point is feet. The buoy moves
from its highest point to its lowest point and back to its highest point every seconds.
Write an equation for the motion of the buoy. Assume that it is at equilibrium at
and that it is on the way up from the normal water level.
For Exercises , use the following information.
A marker buoy off the coast of Gulfport, Mississippi, bobs up and down with thewaves. The distance between the highest and lowest point is 4 feet. The buoy movesfrom its highest point to its lowest point and back to its highest point every 10 seconds.
What is the height of the buoy after 12 seconds?
State the vertical shift, equation of midline, amplitude and period of the function and then graph the function.
Explain why has no amplitude.
Define the midline of the trigonometric graph.
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