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A radiator at temperature T degC heats a room in cold weather. It keeps the room at 30 degC when the outside is -10 degC, and at 15 degC when the outside is -30 degC. Assuming Newton's law of cooling holds, find the radiator temperature T.
- 85 degC
- 15 degC
- 98.6 degC
- 150 degC
Correct answer: 150 degC
Solution
Equating radiator-to-room and room-to-outside heat flow for both situations and dividing gives (T-30)/(T-15) = 8/9, so T = 150 degC.
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