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Hello everyone.
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This is problem 68 from chapter 18.
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It says on a cold winter's day, heat leaks slowly out of a house at the rate of 20 kilowatts.
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If the inside temperature is 22 degrees celsius and the outside temperature is negative 14 .5 degrees celsius, find the rate of entropy increase.
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All right, so there are two entropy changes here, that of the house and that of the outside.
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So for the house, we know that the entropy change is q over t.
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And of course, that will actually do the same thing for the outside as well.
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But here we're actually looking at rates.
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So really we're going to find the entropy change per time.
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Equal to the heat per time, divided by the temperature...