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2 Consider two energy levels: E1, E eV above the Fermi level and E2, EeV below the Fermi level. P1 and P2 are respectively the probabilities of E1 being occupied by an electron and E2 being empty. Then
  • a)
    P1 > P2
  • b)
    P1 = P2
  • c)
    P1 < P2
  • d)
    P1 & P2 depends on the number of free electrons
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
2 Consider two energy levels: E1, E eV above the Fermi level and E2, E...
Case 1:
E1 ⇒ EeV above the fermi level probability of E1 being occupied by on electron = P(E1)

 
Case II:
E2 → EeV below the fermi level probability of E2 being occupied

Probability of E2 being empty:
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Most Upvoted Answer
2 Consider two energy levels: E1, E eV above the Fermi level and E2, E...
+ P2 = 1 (The probability of an electron being either in E1 or E2 is 100%)
b) If E1 is above the Fermi level, then P1 > 0 and P2 = 1 (E1 is occupied by an electron and E2 is empty)
c) If E2 is above the Fermi level, then P1 = 0 and P2 < 1="" (e1="" is="" empty="" and="" e2="" is="" occupied="" by="" an="" />
d) If E1 and E2 are at the Fermi level, then P1 = P2 = 0.5 (There is an equal probability of an electron being in either E1 or E2)
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