BSC Part II Semester III Physics Exam (AD-1823) PDF

Summary

This is a past paper for the BSc Part II, Semester III Physics examination, covering topics like Electrostatics, Electromagnetic Waves, and others. The paper includes multiple choice questions, short answer questions, and problems to solve.

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AD–1823 B.Sc. Part—II Semester—III Examination PHYSICS Time : Three Hours] [Maximum Marks :...

AD–1823 B.Sc. Part—II Semester—III Examination PHYSICS Time : Three Hours] [Maximum Marks : 80 Note :— (1) All questions are compulsory. (2) Draw neat labelled diagrams wherever necessary. 1. 1 3 (A) Fill in the blanks : 4 (i) The line integral of conservative field over closed path is _____. (ii) In transistor base region is always _____ doped. 3 41 (iii) Oceanic crust is mainly made of _____ rock. (iv) _____ is cloud responsible for precipitation of rain. ½×4=2 (B) Choose the correct alternatives : r (i) Divergence of vector field F is represented by : r r (a) ∇ · F (b) ∇ × F r r (c) F × ∇ (d) ∇ × (∇ × F) 1 3 4 (ii) Electric flux is which of these quantity ? (a) Scaler (b) Vector (c) Pseudo power (d) None of these r (iii) The equation ∇ · B = 0 represents : (a) Faraday’s Law (b) Ampere’s Law (c) Gauss Law in Magnetostatics (d) Gauss Law in Electrostatics (iv) Ozone layer located in : (a) Troposphere (b) Stratosphere (c) Thermosphere (d) Exosphere ½×4=2 (C) Answer in one sentence each : (i) Define a term Seismology. 1 3 (ii) What is intrinsic semiconductor ? 1 3 4 (iii) Define Transconductance in Mathematical form. 4 (iv) Define Forbidden energy band gap. 1×4=4 LT—28402 1 (Contd.) UNIT—I 2. (A) State and prove Stoke’s theorem. 6 (B) Define divergent of vector and give its physical significance. 4 (C) Explain surface integral. 2 OR r 3. (P) Derive an expression for work done on charged particle (q) in Electrostatic field E. 5 3 (Q) Derive an expression for magnetic induction along the axis of Toroid by using Amperes 1 4 law. (R) Explain Lorentz Force equation. 5 2 UNIT—II 3 4. (A) State and prove Poynting theorem. 6 41 (B) Derive an expression : r r ∂B ∇×E=− 4 ∂t (C) State and explain Lenz’s Law of electromagnetic induction. 2 OR 5. (P) Derive an expression for electromagnetic wave in vacuum. 6 r 13 (Q) Derive Maxwell equa tion ∇ · D = ρ. Give its physical significance. 6 6. 4 UNIT—III (A) Classify the solids into conductor, semiconductor and insulator on the basis of energy band gap. 4 (B) Explain construction and working of LED and explain its advantages and application. 8 OR 7. (P) Explain VI characteristics of PN-junction diode in forward and reverse bias. 6 (Q) Describe current in semiconductor. 4 (R) What is doping in semiconductor ? 2 UNIT—IV 8. (A) Draw circuit diagram of CE amplifier and explain its input and output characteristics. 6 (B) Explain construction and working of PNP transistor. 6 OR 9. 1 3 1 3 (P) Explain OP-AMP as an inverting amplifier and hence derive expression for its voltage 4 gain. 4 5 (Q) Explain OP-AMP as an integrator with suitable diagram. 5 (R) Find voltage gain for the inverting amplifier for Ri = 10 kΩ and RF = 1 MΩ. 2 LT—28402 2 (Contd.) UNIT—V 10. (A) Derive Lorentz transformation equations. 6 (B) Derive energy mass equivalence relation. 6 OR 11. (P) Define time dilation, obtain an expression for it. 4 (Q) Obtain an expression for relativistic mass. 5 1 3 (R) What will be length of meterscale moving with velocity 0.9c ? 3 4 UNIT—VI 12. (A) Explain internal structure of Earth. 6 3 (B) What is earthquake ? Explain its type based on origin, depth of focus and intensity 41 scale. 6 OR 13. (P) How to determine exact position of epicenter ? 3 (Q) Define seismic wave. Explain its types. 5 (R) Explain importance of ozone layer. 3 (S) Define Focus of Earthquake. 1 1 3 4 1 3 1 3 4 4 LT—28402 3 25

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