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A bottle of water is placed in a refrigerator and the temperature inside the refrigerator remains constant at 3C. At t minutes after the

A bottle of water is placed in a refrigerator and the temperature inside the refrigerator remains constant at 3C. At t minutes after the bottle is placed in the refrigerator, the temperature of the water in the bottle is 0C. The rate of change of the water temperature in the bottle is modelled by de dt (3-0) 125 By solving the differential equation, show that 0= Ae-0.008 +3 where A is a constant.

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