Ex: A paint spot X lies on the outer rim of the wheel of a paddle-steamers. The wheel has radius 3 m. It rotates clockwise at a constant rate and X is seen entering the water every 4 seconds. H is the distance of X above the bottom of the boat. At time t=0, X is m in the position shown. a) Find a sine model for H in the form H(t)=asin(bt).d b) Is X above or below the water after 6.5 seconds? 3m water level m bottom of the boat

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A: given  angle =θ=π3given radius =r=3arc length(L)=θ360×2πrsector area(A)=θ360×πr2

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Q: nt The position of a particle as it moves horizontally is described by the given equation s(t) = 12…

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