JEE main semiconductor questions consist of queries related to electricity, insulator, electrical conductivity, resistance, temperature, metals, power points and so on. These questions are crucial for the exam and must be practised thoroughly.
JEE Main 2026 semiconductor questions are derived from the electricity chapter in the class 11 and 12 physics syllabus. It consists of topics like intrinsic and extrinsic conductors, energy band gap, resistance, etc. Candidates must practice the JEE Main semiconductor questions carefully to get good scores in the JEE Main exam for physics.
The JEE Main Session 1 examination will be conducted on Jan 21-24, 28-29, 2026. Session 2 will be held from Apr 1 to Apr 10, 2026. The admit cards for the exams scheduled on Jan 21-24, 2026, have been released by the NTA on the official website on Jan 17, 2026. The admit cards for the other exams of Session 1 will be released soon.
JEE Main Semiconductor Questions with Answer Keys - Download PDF
The JEE Main semiconductor questions with solutions that are asked in JEE Main 2026 are mentioned in detail and are added to the PDF below, and you can directly download the PDF by clicking on the link.
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Top JEE Main Semiconductor Questions with Answers
Top JEE Main Semiconductor Questions with answers are provided below step-wise for you; these questions are frequently asked in JEE Main 2026. The weightage of semiconductors in the exam is almost 4 to 5 questions asked in each shift.
Question 1: The energy band gap is maximum in
(a) metals
(b) superconductors
(c) insulators
(d) semiconductors
Answer: (c) The energy band gap is maximum in insulators
Question 2: A piece of copper and another of germanium are cooled from room temperature to 77 K, the resistance of
(a) each of them increases
(b) each of them decreases
(c) Copper decreases and germanium increases
(d) copper increases and germanium decreases
Read More: Most Important & Repeated Question in JEE Main
Solution
Copper is a conductor. Germanium is a semiconductor. When cooled, the resistance of copper decreases and that of germanium increases.
Answer: (c) copper decreases and germanium increases
Question 3: In the common base mode of a transistor, the collector current is 5.488 mA for an emitter current of 5.60 mA. The value of the base current amplification factor (β) will be
(a) 48
(b) 49
(c) 50
(d) 51
Solution
β=Ic/Ib = Ic/(Ie – Ic) = 5.488/(5.60 – 5.488) = 5.488/ 0.112 = 49
Answer: (b) 49
Question 4: Carbon, silicon, and germanium have four valence electrons each. At room temperature, which one of the following statements is most appropriate?
(a) The number of free electrons for conduction is significant only in Si and Ge, but small in C
(b) The number of free conduction electrons is significant in C but small in Si and Ge
(c) The number of free conduction electrons is negligibly small in all three
(d) The number of free electrons for conduction is significant in all three
Solution
Carbon (C), silicon (Si), and germanium (Ge) have the same lattice structure, and their valence electrons are 4. For C, these electrons are in the second orbit, for Si, it is the third, and for germanium, it is the fourth orbit. Ina solid-state, the higher the orbit, the greater the possibility of overlapping of energy bands. Ionization energies are also less therefore, Ge has more conductivity compared to Si. Both are semiconductors. Carbon is an insulator.
Answer: (a) The number of free electrons for conduction is significant only in Si and Ge, but small in C
Question 5: In the ratio of the concentration of electrons to holes in a semiconductor is 7/,5 and the ratio of currents is 7/4, then what is the ratio of their drift velocities?
(a) 4/7
(b) 5/8
(c) 4/5
(d) 5/4
Solution
Drift velocity, Vd = I/nAe
(vd)electron/(vd)hole = (Ie/Ih)(nh/ne) = (7/4) x (5/7) = 5/4
Answer: (d) 5/4
Question 6: At absolute zero, silicon (Si) acts as
(a) non-metal
(b) metal
(c) insulator
(d) None of these
Solution
Semiconductors like silicon (Si) and germanium (Ge) act as insulators at low temperatures.
Answer: (c) insulator
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Question 7: The mobility of electrons in a semiconductor is defined as the ratio of their drift velocity to the applied electric field. If for an n-type semiconductor, the density of electrons is 1019 m–3 and their mobility is 1.6 m2 /(V-s) then the resistivity of the semiconductor (since it is an n-type semiconductor contribution of holes is ignored) is close to
(a) 0.2 m
(b) 4 m
(c) 2 m
(d) 0.4 m
Solution
J = neVd
Resistivity, ρ = E/j = E/neVd = 1/ne(vd/E) = 1/neμe
Resistivity, 1/(1019 x 1.6 x 10-19 x 1.6) = 0.39 Ω m = 0.4 Ω m
Answer: (d) 0.4 m
Question 8: The electrical conductivity of a semiconductor increases when electromagnetic radiation of a wavelength shorter than 2480 nm is incident on it. The bandgap in (eV) for the semiconductor is
(a) 0.5 eV
(b) 0.7 eV
(c) 1.1 eV
(d) 2.5 eV
Solution
Band gap = Energy of photon = 2480 nm
Energy = (hc/λ) J = (hc/λe) eV
Band gap = ([(6.63 x 10-34) x (3 x 108)]/[(2480 x 10-9) x (1.6 x 10-19)]) = 0.5 eV
Answer: (a) 0.5 eV
Question 9: The difference in the variation of resistance with temperature in a metal and a semiconductor arises essentially due to the difference in the
(a) crystal structure
(b) variation of the number of charge carriers with temperature
(c) type of bonding
(d) variation of scattering mechanism with temperature
Answer: (b) variation of the number of charge carriers with temperature
Question 10: A strip of copper and another strip of germanium are cooled from room temperature to 80 K. The resistance of
(a) each of these decreases
(b) The copper strip increases and that of germanium decreases
(c) The copper strip decreases and that of germanium increases
(d) each of these increases.
Solution
Copper is a conductor and germanium is a semiconductor. When cooled, the resistance of the copper strip decreases, and that of the germanium increases.
Answer: (c) copper strip decreases and that of germanium increases
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Semiconductor questions in JEE Main are easy to score if the concepts are clear. Most questions are direct, NCERT-based, and formula-driven. Regular practice of JEE Main previous year questions and numerical problems helps improve speed and accuracy. By mastering semiconductor basics, you can secure high marks in the exam with minimal effort.