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Newton's Law of Cooling

Author:
kosband, Tim Brzezinski
Topic:
Differential Equation
Newton's Law of Cooling states that an object heats or cools at a rate directly proportion to the difference between its current temperature and the temperature of its environment. This can be written as a differential equation , where denotes time and is constant. Given a starting temperature of , the solution is . If you know , and , you can solve for .

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