Question 4) Lets keep the factors of Planck's constant in the energy equation for the harmonic oscillator and calculate the average energy of a quantized harmonic oscillator at finite temperature T. The energy of each possible state is given by, En = (n + ?) hw. where n is an integer, n=1, 2, 3,... Show that the that the average energy at temperature T' is given by, E = how + hwe Bhw 2 1-e-Bhw