The energy emitted by a blackbody does not depend on its temperature.

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Consider the statement about blackbody radiation carefully, as it hinges on how emission changes with temperature.
Option 1: 'True' would claim that a blackbody’s energy emission is independent of temperature. In reality, this contradicts fundamental results in thermal radiation theory, where temperature actively governs emission.
Option 2: 'False' correctly asserts that the energy emitted by a blackbody depends on temperature. The Stefan-Boltzmann law states that the total power radiated per unit area is proportional to T^4, meaning hotter blackbodies emit significantly more energy.
To add nuance, Planck’s law describes the spectral energy density, which not only scales with temperature but also shifts the peak of emission to higher frequencies as T rises (Wien’s displacement law). Consequently, both the amount and the distribution of emitted energy change with temperature.
If you consider edge cases, at absolute zero the emission is zero, illustrating the direct dependence on temperature. Conversely, at any finite temperature, there is nonzero emission that grows with increasing T.
Thus, the idea that emission is temperature-independent (the statement in option 1) is incorrect, while the temperature dependence described in option 2 aligns with established physics.

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The energy emitted by a blackbody does not depend on its temperature.

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