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A buoy oscillates in simple harmonic motion y = Acos⁡ωt as waves move past it. The buoy moves a total of 13.5 feet (vertically) between its low point and its high point. It returns to its high point every 10 seconds. Determine the velocity of the buoy as a function of t. v = −6.75πsin⁡π 10t v = 6.75πsin⁡π 5t v = −1.35πsin⁡π5 t v = −1.35πsin⁡π10 v = 1.35πsin⁡π5 t

A buoy oscillates in simple harmonic motion y = Acos⁡ωt as waves move past it. The buoy moves a total of 13.5 feet (vertically) between its low point and its high point. It returns to its high point every 10 seconds. Determine the velocity of the buoy as a function of t. v = −6.75πsin⁡π 10t v = 6.75πsin⁡π 5t v = −1.35πsin⁡π5 t v = −1.35πsin⁡π10 v = 1.35πsin⁡π5 t

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A buoy oscillates in simple harmonic motion γ = A cos ⁡ α t as waves move past it. The buoy moves a total of 13.5 feet (vertically) between its low point and its high point. It returns to its high point every 10 seconds. Determine the velocity of the buoy as a function of t . y = − 6.75 π sin ⁡ π 10 t v = 6.75 π sin ⁡ π 5 t y = − 1.35 π sin ⁡ π 5 t ν = − 1.35 π sin ⁡ π 10 v = 1.35 π sin ⁡ π 5 t

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