To test the resistance of a new product to temperature changes, a product is placed in a temperature-controlled environment. The temperature in this environment can be
deseribed by a sine function. The maximum temperature is 120 degrees, the minimum
temperature la -60 degrees, and the temperature at t = 0) is 30 degrees. After t=0, the
temperature begins by increasing to the maximum, and it takes 12 hours to complete one
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State the amplitude, period, and phase ahin of the sine function. Graph the data and
determine the equation of the sine function that models the data.