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(iii) Assume the Fermi level is exactly in the center of the bandgap energy of a semiconductor at T = 300K. Calculate the probability that an energy state in the bottom of the conduction band is occupied by an electron for Si and Ge (the band gap for Si = 1.12 eV and for Ge = 0.66 eV)[5 marks](iv) Calculate the probability that an energy state in the top of the valence band is empty for Si and Ge, briefly state your reasoning.[3 marks](v) At room temperature (300K) under the forward bias of 0.15
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