The average gap for Germanium at OK is:
Correct answer: C. 6.72 ev
- A. 1.12 ev
- B. 0.02 ev
- C. 6.72 ev
- D. 7.2 ev
Explanation
The correct answer is c) 6.72 eV because it accurately represents the bandgap energy of germanium. The bandgap energy is a critical parameter in semiconductors, representing the energy difference between the valence band and the conduction band. In the case of germanium, the bandgap energy is approximately 0.72 eV. This value is important for understanding the electronic properties of germanium-based devices, such as transistors and diodes, as it dictates their conductivity and optical properties.
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