Tr\". Newton's laws of cooling proposes that the rate of change of temperature is proportional to the temperature difference to the ambient {room} tempelature. And can be modelled using the equation: d'r E=l.:{rr.,) This can also be written as: {IT T T = kdf Where: T = Temperature of meteft'ttf Tl = Ambient {room} temperature It = A coating constant a]: Integrate both sides of the equation and show that the temperature difference is given tnr: [T _ Ta] = Ede-H [ED is [1 constant for this problem] Co is a constant for this problem h} Calmlate [In if the initial temperature is EDT and Ta = EST