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Would you tell me form where I can download the B.Sc Physics Model Question Paper that are of objective type, please I need that? You are looking for the B.Sc Physics Model Question Paper in Objective form so I have listed here some question and also uploaded file in below for more questions: Unit I (Electrostatics) 1. State Coulomb’s law in electrostatics. (Statement – knowledge) 2. What are the merits of a quadrant electrometer (Analysis and application) Unit II (Magnetic properties of materials 3. Define magnetic induction. Give its units (Knowledge/Statement) 4. Which of the following materials will be suitable for an electromagnet? (a) Steel (b) Soft iron (c) Copper (d) Alnico (Inference) Unit III (Chemical Effects of Electric Current and Thermoelectric effect) 5. State Faraday’s laws of electrolysis (Laws) 6. Peltier effect and Seebeck effect are complementary to each other. State True or False (Inference) Last edited by Aakashd; May 27th, 2019 at 10:23 AM. |
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The syllabus of B.Sc. Physics (Hons) Program offered by Department of Physics of St. Xaviers' College (Autonomous), Kolkata on which the question paper is based is as follows: Semester I Paper Code: PH31011T Marks: 100 Module A: Mathematical Methods I Course objective: To develop the foundations of vector calculus in three dimensions, using Cartesian coordinates. The techniques learnt in this module is a basic requirement for all learners taking up the study of physics at an advanced level. Students are exposed to the use of computers to aid in the visualization of the concepts learnt in the module. After undergoing this course, the student is expected to (1) Be able to formulate and solve advanced problems which yield to the techniques of vector algebra. (2) Understand how transformation laws are formulated using matrices and acquire an elementary notion of symmetries associated with the transformations. (3) Develop facilities in application of the ideas of vector algebra and vector functions to the study of two and three dimensional curves and surfaces. (4) Understand the notion of vector differential operators and their physical content. (5) Learn and make use of suffix notation in the identities of vector algebra and calculus. (6) Understanding heuristic proofs of integral theorems of vector calculus and their simple applications. Syllabus: Brief review of the elementary notions of vector algebra including and up to the notion of cross products Transformation of vectors: Active vs. Passive viewpoints, orthogonal transformations: Rotation, Inversion and Mirror reflection, True and Pseudo scalars and vectors, Parity, Vector Calculus: Differentiation and integration of vectors, application of vectors to the study of lines and surfaces. [10 lectures] The use of Tensor notation for the representation of various products, the epsilon-delta rule and its use for the validation of vector identities (Tensor notation should be used only as an aide for formal manipulation of vector identities). [4 lectures] Representation of spatially varying physical quantities by Fields and the ideas of Gradient, Divergence and Curl, Product rules, The Integral theorems of Gauss, Green and Stokes (heuristic proof only), Evaluation of Line, Surface And Volume Integral of Fields in Cartesian Systems. [10 lectures] List of Books: (1) Mathematical Methods in the Physical Sciences by Mary L. Boas. (2) Vector Analysis by Murray R. Spiegel (3) Advanced Engineering Mathematics by Erwin Kreyszig (4) Mathematical Methods for Physics and Engineering by Hobson, Riley & Bence. (5) Calculus, Concepts & Contexts (2nd edition, Chapter 9) or (6) Thomas Calculus by Thomas, Weir, Giordano & Hass Syllabus B.Sc. Physics (Hons.) St. Xaviers' College (Autonomous), Kolkata ![]() ![]() ![]() ![]()
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