A degree in Mathematics and Statistics equips you with the skills required for formulating theories and resultdriven techniques for the elusive mathematical calculations.
It also endows you with the fascinating combination of deep and wellgrounded method builder and quick problem solver.
If you are dreaming to proceed with your career in the Mathematics Field, then you must appear in the CSIR NET Mathematical Science Exam which is conducted twice a year.
The next CSIR NET Mathematical Sciences Exam for 2020 is going to be held on 21st June 2020 tentatively.
At Eduncle, we cater every single detail about the CSIR NET 2020 and notify our visitors to keep them updated.
Download Free CSIR NET Previous Years Papers and understand the Mathematical Sciences paper format in a better way!
See what information you will get through this blog below –
Why take CSIR NET Mathematical Sciences? [Know the Career Scope]
CSIR NET Mathematics Eligibility Criteria
What is the CSIR NET Mathematical Science Exam Pattern?
CSIR NET Maths Syllabus PDF and Important Topics!
CSIR NET Question Papers Mathematics
CSIR NET Mathematical Science Books and Study Material
How to Prepare for CSIR NET Mathematical Science Exam?
Let’s begin learning about CSIR NET Mathematical Science in a better way!
Why take CSIR NET Mathematical Sciences? [Know the Career Scope]
The CSIR NET Mathematical Sciences Career journey begins with the submission of online application form.
After that, the candidates must prepare themselves to appear in the exam.
Those who qualify the exam for JRF will be eligible to perform research in any of the CSIR Laboratories and those who qualify the exam for Assistant Professor will be recruited as a lecturer to teach University level students.
Apart from these, the candidates also get a chance to upskill themselves with following professional traits –
Creativity – Discovering new and easy alternatives of finding solution to a problem.
Development – Design Mathematical Models and Techniques to generate quick results.
Learning – Gateway to learn new concepts and process information about CSIR Mathematics and Statistics.
Research – Make new discoveries in the field of Math and framing new questions.Exploring new dimensions and studies in the field of Mathematics.
Problem Solving – Ability to break problems in chunks and solve them with the simplest methods.
Download Free CSIR NET June 2020 Model Paper
CSIR NET Mathematics Eligibility Criteria  Who can appear in the Exam?
To realize your CSIR NET Mathematics career goals, you should be very well aware of the eligibility criteria to appear in the exam.
If any candidate who doesn’t fulfill the eligibility conditions, cannot appear in the exam.
To quench your queries that whether you are eligible or not, read the requisite conditions given below –
The candidates must have passed their Graduation or PostGraduation Degree in Mathematics with 50% (ST/SC/PWD) or 55% (General/OBC) Marks.
The degrees can be any of the following 
M.Sc.
Integrated BSMS
BS4 Years
BE/BTech
BPharma
Any equivalent degree.
The upper age limit to appear for the exam is 28 years.
See the detailed eligibility criteria here  CSIR NET Eligibility Criteria for NET/JRF June 2020 Exam.
What is the CSIR NET Mathematical Science Exam Pattern?
If you are planning to appear in the CSIR NET Mathematics Exam, then prepare a wise strategy to crack it out with a good score.
Understand the paper format in a very well manner like, how many questions from Mathematical Sciences subject are asked in the exam and how much time is allotted to the candidates to attempt these questions etc.
Please check the CSIR NET Mathematics Exam pattern given below 
S.No.

Sections

No. of Ques. Given

No. of Ques. to be Attempted

Marks

Neg. Marking

Duration of Exam

1

PARTA

20

15

30

0.5

3 Hours

2

PARTB

40

25

75

0.75

3

PARTC

60

20

95

0

TOTAL MARKS

200

See the detailed paper pattern here – CSIR Mathematics Paper Pattern for NET JRF Exam!
CSIR NET Maths Syllabus PDF and Important Topics!
Well! CSIR NET Syllabus for Mathematics is an essential thing to begin up your exam preparation.
Get an adequate knowledge about the topics to cover from the CSIR NET Syllabus Mathematics PDF so that you can be aware of what to read and what not for the exam.
It’s difficult to cover the vast syllabus for CSIR NET Mathematical Sciences in a short span of time. Candidates who didn’t start off early can face problems covering the complete syllabus and maintaining the revision schedule along with the preparations.
So, we have come up with the list of important topics to keep your exam worries away during your preparations. Please check the list below –
Download CSIR NET Mathematical Science Syllabus in PDF Format for Free!
CSIR NET Question Papers Mathematics [Free PDF Download Available]
Isn’t it amazing if you get an idea about the difficulty level of exam and type of questions that will be asked in the exam?
As it can be seen in the CSIR NET Previous Years Question Papers Mathematics that the difficulty level of questions remains very high. So, the candidates are advised to solve as many as CSIR NET Mathematical Science question papers as they can.
This will boost up their speed and accuracy while solving the CSIR NET Mathematics Questions and give them an exact idea about the format of the questions and marking scheme as well.
In the below table, we have mentioned the list of CSIR NET Question Papers for Mathematical Science PDF.
You can get them all for free by clicking on the download button given at the bottom of the table.
Click Here to Download Free Sample Study Material Designed by the Experts to Nail Success in the CSIR NET.
CSIR NET Question Papers Mathematics [Free Download PDF]

Dec 2019  Set A, B, C

June 2019  Set A, B, C

Dec 2018  Set A, B, C

June 2018  Set A, B, C

Dec 2017  Set A, B, C

June 2017  Set A, B, C

Dec 2016  Set A, B, C

June 2016  Set A, B, C

Dec 2015  Set A, B, C

June 2015  Set A, B, C

Mock Test Papers for Practice


CSIR NET Sample Maths Questions PDF  Solve & Analyze your Performance!
Below we are providing some Sample CSIR Mathematics Questions to make you aware of the difficulty level of exam paper.
Tip: Try to solve these 10 questions in minimal time duration.
CSIR NET Mathematical Sciences Sample Questions

1. For n ≠ m, let T1: Rn≠ Rm and T2: Rm ® Rn be linear transformation S.t. T1T2 is bijective, Then?
(A) Rank (T1) = n, Rank (T2) = m
(B) Rank (T1) = m, Rank (T2) = n
(C) Rank (T1) = n, Rank (T2) = n
(D) Rank (T1) = m, Rank (T2) = m

2. Let g(x) be the Maclaurin’s expansion of sin 2x. If sin 2x is approximated by g(x) so that the error is at most × 10–4 for 0 £ x £, then the minimum no. of nonzero terms in g(x) is?
(A) 2
(B) 3
(C) 4
(D) 5

3. Consider the following subsets of R?
(A) Both E and F are closed
(B) E is closed and F is not closed
(C) E is not closed and F is closed
(D) Neither E nor F is closed.

4. Let A and B be any arbitrary square matrices of order 3. Then AB and BA have?
(A) The same eigenvalues and the same eigenvectors
(B) The same eigenvalues but may have different eigenvectors
(C) Different eigenvalue but the same eigenvectors
(D) Different eigenvalues and different eigenvectors

5. Let an= , for n Î N. Then the sequence {an} is?
(A) Convergent
(B) Bounded but not convergent
(C) Diverges to ¥
(D) Neither bounded nor diverges to ¥

6. Let V be the vector space of all polynomials with real coefficient. If W is the vector subspace of V generated by 1 – x, x2– x, x2 – 1 and x2 – 3x + 2, then the dimension of W is?
(A) 1
(B) 2
(C) 3
(D) 4

7. The no. of elements of order 5 in the group Z25Å Z5 is?
(A) 5
(B) 10
(C) 24
(D) 25

8. Let f(x) = x2+ 1, g(x) = x3 + x2 + 1 and h(x) = x4 + x2 + 1. Then?
(A) f(x) and g(x) are reducible over z2
(B) g(x) and h(x) are irreducible over z2
(C) f(x) and h(x) are reducible over z2
(D) f(x), g(x) and h(x) are reducible over z2

Above shared questions are for demonstration purpose only. If you wish to get the complete paper, then Register at Eduncle for free and download more such CSIR NET Mathematical Science Solved Question Papers for free!
CSIR NET Mathematical Science Books and Study Material!
While searching for the best books for CSIR NET Mathematical Sciences, you will land up amongst various books. But selecting the few good books idle for preparing for the CSIR NET Exam would be an arduous task.
CSIR NET Exam is not that easy to qualify, you need to be very well prepared for this exam, so do not compromise with the CSIR NET Mathematics Books and Study Material.
Buy the one which can provide you the correct knowledge and guidance to cover each topic wisely from the syllabus.
Eduncle which is India’s Leading Online Learning platform is here to help you out to get quality study material.
CSIR NET aspirants can take advantage of following learning benefits at Eduncle –
Grab Free Study Material Created by Experts & Toppers [Worth Rs. 500]
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CSIR NET Last 5 Years Question Papers with Answer Keys
CSIR NET Free Sample Study Material
Previous Exam Paper & Analysis
Study Plan for CSIR UGC NET Part A
CSIR NET Syllabus PDF
CSIR NET Model Test Paper


Aspirants of CSIR NET Mathematical Science can get the quality books and online study material here  CSIR NET Study Material
How to Prepare for CSIR NET Mathematical Science Exam? [Tips + Study Plan]
Like all other aspirants, you may be facing the exam anxiety and thinking that whether you’ll qualify the exam or not.
With a strong will of knowing how to crack the CSIR NET Mathematics Exam, you may be feeling like you are leaving out something to learn and there must be something different that you could do to nail more points in your scorecard.
To bring you above all the worries and anxieties caused during exams, we have come up with a perfect CSIR NET Study Plan and Preparation Tips.
Please check below –
For more tips, you can visit here –
CSIR NET Last Minute Tips
CSIR NET PartA Paper Preparation Tips
Above we have shared the utmost knowledge about CSIR NET Mathematical Sciences Exam.
Still, if you have any queries, then, please leave your messages in the comment box below and get your doubts resolved. Our team will try to respond you as soon as possible.