You must Sign In to post a response.
  • Category: Career Guidance

    How to preparation for CSIR NET?


    Planning to give CSIT NET exam? Looking out for preparation advice regarding books, and tips? Check out this page and get your queries resolved.

    How to prepare for CSIR NET Mathematical Science?
    What Books need to be used in order to clear the exam?
    I have cleared MSc in Statistics and want to appear for the CSIR NET both LS and JRF exams.
    I don't have any idea of how to prepare for that.
  • Answers

    4 Answers found.
  • There are many institutes which are offering study material and coaching. You will get the details if you go through the internet. Some of their URLs are given below for your ready reference:
    1.brilliant-tutorials.com/csir-ugc-net
    2.https://sites.google.com/site/mathnetcoaching/downloads
    3..https://www.examrace.com/CSIR/CSIR...Study-Material
    4.https://scoop.eduncle.com/csir-net-books-coaching-study
    5trajectoryeducation.com/mod/book.
    The following books you can refer for the examination.
    1. Real Analysis:
    H.L. Royden. S C Malik and Savita Arora
    2, Linear Algebra:
    Hoffman and Kunze, Schaum Series (3000 Solved Problems Book)
    3.Complex Analysis:
    Schaum Series, R.V.Churchill
    4.Algebra:
    Joseph A. Gallian, I. N. Herstein
    5.Topology:
    G .F. Simmons, Ordinary
    6. Differential Equations:
    G .F. Simmons, M.D. Rai Singhania
    7.Partial Differential Equations:
    Ian . Sneddon
    M. D. Rai Singhania
    8.Numerical Analysis:
    Jain and lyenger
    9Calculus of Variations:
    A. S. Gupta
    10.Linear Integral Equations:
    Shanti Swarup
    11.Classical Mechanics:
    H. Goldstein
    12.Statics:
    S. C. Gupta

    drrao
    always confident

  • Thank you, sir

  • To crack the exam first understand the pattern. Also give a time to practice and revision. Solved previous year exam paper. Slove mock test. Choose the correct answer if you know if you don't then leave it because there is a negative marking. Prepare on the basis of syllabus. Visit this URL can help you to know about the exam in detail. https://entranceexaminformation.blogspot.in/2017/03/csir-ugc-net-general-aptitude-preparation.html?m=1
    Best books regarding this exam are :
    1. Life sciences and practices( Part -I and Part -II) : Kumar pranav & Mira Usha.
    2. A new outlook : Christy Varghese.
    3. Earth latest edition : Surendar kumar
    4. Objective life sciences : Kailash chaudhary, R.P. saran, Ramesh raliya
    5. General aptitude : anand kumar and ajay kumar
    6. Mathametical sciences : Dr. Alok kumar

    Prepare well for the exam and all the best to you.

  • A. How to prepare for CSIR NET Mathematical Science? I don't have any idea of how to prepare for that.

    I. It is always better to know the syllabus from which you would be tested/examined about. This pdf file has the syllabus for your exams (http://www.csirhrdg.res.in/mcs_ma_sylbs.pdf)

    II. The next step would be to understand the exam format which will help you in smart and relevant preparation.

    This CSIR NET exam has MCQs that can be grouped under 3 divisions

    A- (General Science, Quantitative Reasoning & Analysis and Research Aptitude) . You have to answer any 15 questions that carry 2 marks each.
    B - Includes all the topics in the syllabus. You have to answer any 25 questions that carry 3 marks
    C- this section tests your grasp of the concepts and its applications. You have to answer any 20 question and each carries 4.75 marks.

    Parts A (-0.5 marks) and B (-0.75 marks) have negative marking. C section - No negative marking. Please remember the negative marking while you prepare and answer the actual paper

    III. Once you are aware of the above, then is it wise to have a glance at the previous questions papers so that you have a idea of how the exam is going to be. I have enclosed the sample ones.
    For section A (http://www.csirhrdg.res.in/gp.pdf)
    For section B & C (http://www.csirhrdg.res.in/ms_mp.pdf)

    IV. Now list your existing knowledge, the time in hand, your strengths and weakness so that you can do justice to all the subjects. Make a rough plan for your studies and review every couple of weeks to ensure that you are on track or need to make adjustments with time.

    V. Studying for such difficult exams can be made easy when you have a group of friends for group study and revisions. If you are alone and need support, consider joining a SIR-NET coaching center.

    VI. Writing the real exam. When faced with a tough exam, with MCQs and negative marking, you should be clear about the total time in hand, your difficult areas and the marks in each section. Here, this exam has 3 hours,
    section A has 30 marks, section B has 75 marks and section C has 95 marks. So, allocate about 1 1/2 hours for section C, one hour for section B and half an hour for section A. Remember the chance of losing marks in A and B, hence do not just blindly guess.

    B.What Books need to be used in order to clear the exam?

    Books are just guides to help you to prepare to be successful in exams. Some of these books will be voluminous, it is a common tendency for students to revise the subjects they know well and find that they have actually little time for the areas they are weak in.

    1. Real analysis
    Apostol, Mathematical analysis.
    Real Analysis by H.L. Royden
    Bartley and Sherbert, Introduction to analysis.
    Mathematical Analysis by S.C. Malik and Savitha Arora

    2.Linear Algebra
    Linear algebra by Seymour Lipschutz and Marc Lipson Schaum series
    S. Axler, Linear Algebra Done Right
    Linear algebra by Vasishtha and Sharm
    3.Complex Analysis
    J. B. Conway, Functions of One Complex Variable
    Foundation of Complex Analysis by S. Ponnusamy
    Churchill and Brown, Complex Variables and Applications

    4.Algebra
    Joseph A Gallian, Contemporary abstract algebra
    A Course in Abstract Algebra by Vijay K.Khanna and S.K. Bhambri
    I. N Herstein, Topics in algebra.

    5.Topology
    Topology by James Munkres.
    Schaum's outline of general topology by Seymour Lipschutz

    6.Numerical Analysis etc
    I. N. Sneddon, Elements of Partial Differential Equations
    K. E. Atkinson, Introduction to Numerical Analysis
    S. L. Ross, Differential Equations
    Numerical methods for scientific and engineering computation M. K. Jain, S. R. K. Iyengar and R.K. Jain


  • Sign In to post your comments