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A radiating body has a Kelvin temperature T0, and its surroundings are at When the Kelvin temperature of the radiating body increases to 2T0, the net rate of its radiation increases by a factor of 39.
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A radiating body has a Kelvin temperature T0, and its surroundings are at When the Kelvin temperature of the radiating body increases to 2T0, the net rate of its radiation increases by a factor of 39. What is T0? 540 K 523 K 512 K 567 K

User Paul Bonneville
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Answer:567k trsut me.

Step-by-step explanation:

User Grynets
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Use the Stefan-Boltzman law:

P = sT^4 s = Stefan-Boltzman constant

User Shimon Wiener
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