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(1 point) Planck's theory of quantized oscillators leads to an average energy W/kT-1 where W and k are constants. Approximate E with the first two nonzero terms of the Taylor polynomial when kT >> W (i.e. in the nonrelativistic scenario): (Hint: If z >> y, then ะ 0.) Show transcribed image text (1 point) Planck's theory of quantized oscillators leads to an average energy W/kT-1 where W and k are constants. Approximate E with the first two nonzero terms of the Taylor polynomial when kT >> W (i.e. in the nonrelativistic scenario): (Hint: If z >> y, then ะ 0.)
(1 point) Planck's theory of quantized oscillators leads to an average energy W/kT-1 where W and k are constants. Approximate E with the first two nonzero terms of the Taylor polynomial when kT >> W (i.e. in the nonrelativistic scenario): (Hint: If z >> y, then ะ 0.)
Show transcribed image text (1 point) Planck's theory of quantized oscillators leads to an average energy W/kT-1 where W and k are constants. Approximate E with the first two nonzero terms of the Taylor polynomial when kT >> W (i.e. in the nonrelativistic scenario): (Hint: If z >> y, then ะ 0.) 1
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Deanna HettingerLv2
6 Nov 2019