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115年 - 115-1 專技高考_牙醫師(一):牙醫學(二)(包括口腔病理學、牙科材料學、口腔微生物學、牙科藥理學等科目及其臨床相關知識)#137340(80題)

115年 - 115-1 專技高考_牙醫師(二):牙醫學(三)(包括齒內治療學、牙體復形學、牙周病學等科目及其相關臨床實例與醫學倫理)#137339(80題)

115年 - 115-1 專技高考_醫師(二):醫學(五)(包括外科、骨科、泌尿科等科目及其相關臨床實例與醫學倫理)#137338(80題)

115年 - 115-1 專技高考_牙醫師(二):牙醫學(六)(包括齒顎矯正學、兒童牙科學、牙科公共衛生學等科目及其相關臨床實例與醫學倫理)#137337(80題)

115年 - 115-1 專技高考_醫師(二):醫學(四)(包括小兒科、皮膚科、神經科、精神科等科目及其相關臨床實例與醫學倫理)#137336(80題)

115年 - 115-1 專技高考_醫事放射師:核子醫學診療原理與技術學#137335(80題)

115年 - 115-1 專技高考_醫師(二):醫學(六)(包括麻醉科、眼科、耳鼻喉科、婦產科、復健科等科目及其相關臨床實例與醫學倫理)#137334(80題)

115年 - 115-1 專技高考_物理治療師:物理治療基礎學(包括解剖學、生理學、肌動學與生物力學)#137333(80題)

115年 - 115-1 專技高考_醫事放射師:基礎醫學(包括解剖學、生理學與病理學)#137332(80題)

115年 - 115-1 專技高考_物理治療師:物理治療技術學(包括電療學、熱療學、操作治療學與輔具學)#137331(80題)

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複選題16. Consider a p-n diode. Which of the following statements are correct? (A) Electrons on the n side and holes on the p side will flow towards each other and recombine until all the carriers are neutralized. (B) When the diode is forward biased, both electron current and hole current will flow in the diode contributing to the overall current. (C) When the diode is reverse biased, the current in the diode is essentially negligible if there is any. (D) A good quality diode can be easily formed by mechanically compressing p- and n- type semiconductors into close contact. (E) All of the above.

複選題15. Consider energy bands in a crystal. Which of the following statements are correct? (A) The conduction band of a metal is partially filled by electrons. (B) Existence of energy gap is a manifestation of quantum mechanical phenomenon. (C) Intrinsic semiconductors cannot conduct electricity at all even at high temperatures. (D) Doped semiconductors can conduct electricity primarily with the carriers in the conduction band or holes in the valence band. (E) All of the above. 注

複選題14. You want to calculate electron waves 4(x) in a thin wire (1-dimensional). What if the potential outside the wire were infinite? Which of the following statements are correct in this scenario? (A) The allowed kinetic energies of electrons should be quantized. (B) (x) 0 everywhere000 eV (C) (x) ≈0 everywhere, except for 0<x<L. 이 L (D)y(x) = 0 everywhere, except for 0<x<L (E) Can't tell anything yet. Need to find y(x) first. mathematically V(x) = ∞ for x<0 and x>L V(x) = 0 eV for 0>x<L

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