A signal buoy in the Chesapeake Bay bobs up and down with the height h of its transmitter (in feet) above sea level modeled by h = a sin bt + 5. During a small squall its height varies from 1 to 9 feet and there 3.5 seconds from one 9 feet height to the next. What are the values of a and b?
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A signal buoy in the Chesapeake Bay bobs up and down with the height h of its transmitter (in feet) above sea level modeled by h = a sin bt + 5. During a small squall its height varies from 1 to 9 feet and there 3.5 seconds from one 9 feet height to the next. What are the values of a and b?
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