Question: Given the graph of the sinusoidal function below, 10 flx) 5 -10 Determine the equation of the function fl@)= BE The height of water in

Given the graph of the sinusoidal function below, 10 flx) 5 -10 Determine the equation of the function fl@)= BE The height of water in a harbor varies according to time, in minutes. Using the function h () = 4.7sin (t) + 3 (a) Determine the height, in meters, of the water after 3.3 minutes. Round your answer to 2-decimal places Number meters (b) Determine the first time, in minutes, the water reaches a height of 4.6 meters Round your answer to 2-decimal places Number minutes The height of a piston, k (a), in inches, can be modeled by the equation k (a) = 7 sin(a) + 8 , where a represents the crank angle in degrees. (a) Find the height of the piston when the crank angle is 20 Round your answer to the nearest tenth. Number (b) Find the maximum height of the piston. Round your answer to the nearest tenth Number Given the graph of the sinusoidal function below, Determine the equation of the function either as a sine or as a cosine: fl@)= BE

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