Heat transfer an object with an initial temperature of to that is placed at time t = 0 inside a chamber that has a constant temperature of te will experience an exponentially declining temperature change according to the equation: t(t) = t. +(t. -t.)e-kt where t (t) is the temperature of the object at time t, and k is a constant. a soda can at a temperature of 180 °f (left in a car in record heat in livermore) is placed inside a refrigerator where the temperature is 39 °f. determine, to the nearest degree, the temperature of the can after three hours. assume k = 0.46 hr-. first set up all the variables and then calculate the temperature using one python command. use formatted output with an appropriate number of significant figures.