questions as the previous part, assuming Ep-E₂-0.4 eV. Answer: 9.4 x 10-13,2.08 x 10-7 respectively. Energy E₁ -Ey
5.) (Based on Neaman, Problem 3.32) - Determine the probability that an allowed energy state is occupied by an electron if that state is above the Fermi level by (a) kBT Answer: 0.269 (b) 3knT Answer: 0.047 (c) 6kgT Answer: 2.47 x 10-³ 6.) (Based on Neaman, Problem 3.33). Determine the probability that an allowed energy state is unoccupied by an electron if that state is below the Fermi level by (a) KBT Answer: 0.269 (b) 3kBT Answer: 0.047 (c) 6kBT Answer: 0.00247 After completing this problem, compare your answers with those of Problem 5. Can you explain your observation?
7.) (Based on Neaman 3.42) - Consider the energy levels shown in the figure. Let T-300K. 1.12 eV E₂ (a) If E₁ - Ep-0.30 eV, determine the probability that an energy state at E-E₁ is occupied by an electron and the probability that an energy state at E- E₂ is empty. Answer: 9.75 x 10-6, 2.0 x 10-14 respectively (b) Answer the same 7.) (Based on Neaman 3.42) - Consider the energy levels shown in the figure. Let T-300K. 1.12 eV E₂ (a) If E₁ - Ep-0.30
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