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In Planck's oscillator energy is given as
$$
E=\frac{h v}{\exp \left(\frac{h v}{K t}-1\right)}
$$
If $K=0$, then energy would be
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$$
E=\frac{h v}{\exp \left(\frac{h v}{K t}-1\right)}
$$
If $K=0$, then energy would be
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