. The barnacle falls off the wheel after 22.5 minutes. Use your regression  equation to predict the height of the barnacle when it falls of the wheel, to the nearest tenth of a meter. 2. Determine the total time within the first rotation that the barnacle is at least 2 meters above the surface of the water, rounded to the nearest tenth of a minute

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Chapter5: Exponential And Logarithmic Functions
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1. The barnacle falls off the wheel after 22.5 minutes. Use your regression 
equation to predict the height of the barnacle when it falls of the wheel,
to the nearest tenth of a meter. 2. Determine the total time within the first rotation that the barnacle is at least 2 meters above the surface of the water, rounded to the nearest tenth of a minute

h(t)
2.5sin (2프 (t-3)) + 2.0
=
|
Transcribed Image Text:h(t) 2.5sin (2프 (t-3)) + 2.0 = |
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