Newton’s law of cooling states that the temperature of an object changes at a rate proportionalto the difference between the temperature of the object itself and the temperatureof its surroundings (the ambient air temperature in most cases). suppose that the ambienttemperature is 70◦f and that the rate constant is 0.05 (min)−1.write a differential equationfor the temperature of the object at any time. note that the differential equation is thesame whether the temperature of the object is above or below the ambient temperature.