Mathematics, 30.07.2020 22:01 ewitskarleigh814

The average monthly temperature of the water in a mountain stream is modeled by the function $18sin(\frac{\pi }{6}x-\frac{\pi }{2})+53$ , where T(x) is the temperature of the water in °F in month x (x = 1 → January). Solve algebraically to find which two months are most likely to give a temperature reading of 62°F.

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The average monthly temperature of the water in a mountain stream is modeled by the function , where T(x) is the temperature of the water in °F in month x (x = 1 → January). Solve algebraically to find which two months are most likely to give a temperature reading of 62°F.

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