The height of a buoy on a lake is changing during a storm. The height's rate of change can be modeled by r(t) = 0.5 cos(0.2t) feet per second where t is measured in seconds. Is the buoy's height increasing or decreasing at time t = 10 seconds? Why?
The height of a buoy on a lake is changing during a storm. The height's rate of change can be modeled by r(t) = 0.5 cos(0.2t) feet per second where t is measured in seconds. Is the buoy's height increasing or decreasing at time t = 10 seconds? Why?
Mathematics For Machine Technology
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Chapter20: Ratio And Propor Tion
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r(t) = 0.5 cos(0.2t) feet per second where t is measured in seconds. Is the buoy's height increasing or
decreasing at time t = 10 seconds? Why?"
Transcribed Image Text:The height of a buoy on a lake is changing during a storm. The height's rate of change can be modeled by
r(t) = 0.5 cos(0.2t) feet per second where t is measured in seconds. Is the buoy's height increasing or
decreasing at time t = 10 seconds? Why?
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