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Question I I The approximating sine function for temperature in Fairbanks, Alaska is given as (326% f(x) = 37 sin (X 100) + 25
Question I I The approximating sine function for temperature in Fairbanks, Alaska is given as (326% f(x) = 37 sin (X 100) + 25 where f is temperature in degrees Fahrenheit and x is the number Of days counting from the beginning of the year. Use MATI,AB to plot the function for one year. Find amplitude, period, horizontal shift, and vertical shift of the general sine function.
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