IIT JAM Mathematics 2025 Chapter-Wise Weightage

IIT JAM 2025 is scheduled to be held on February 02, 2025. Students appearing for JAM 2025 can have a look at the IIT JAM Mathematics 2025 Chapter-Wise Weightage, as well as the Mathematics syllabus topics, exam pattern, preparation tips, and so on here below.

IIT JAM Mathematics 2025 Chapter-Wise Weightage: IIT JAM Mathematics syllabus 2025 covers a wide range of topics such as integral calculus, linear algebra, real variables, and so on. IIT Delhi the conducting body of IIT JAM 2025 has set and released the Mathematics syllabus for IIT JAM 2025 based on graduation level topics. Students interested in the IIT MSc in Mathematics program can get the IIT JAM syllabus PDF for Mathematics, which is available below. Students will also be able to learn about the IIT JAM Mathematics 2025 Chapter-Wise Weightage by thoroughly reading the JAM syllabus. Before beginning to study the IIT JAM 2025 Mathematics syllabus, students should be familiar with the paper's format and marking criteria. This will allow them to analyse the syllabus and make the required preparations. There are three sections: "A," "B," and "C," each having 60 multiple-choice questions with a total 100 marks.

Students are working hard because this is one of the most difficult exams to pass for postgraduate admissions in pure sciences. As a result, in order to increase your chances of scoring, you should start preparing as soon as possible. Let's take a look at the IIT JAM Mathematics 2025 Chapter-Wise Weightage to help students pass the exam.

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IIT JAM Mathematics 2025 Chapter-Wise Weightage

The following are the IIT JAM 2025 Mathematics chapter-wise weightage, important topics, along with their weightage, based on previous year's paper analysis:

Topic

Weightage

Real Analysis

21%

Calculus of Single Variable

18%

Linear Algebra

14%

Calculus of Two Variables

14%

Vector Calculus

12%

Differential Equation

11%

Abstract Algebra

10%


Also Read: IIT JAM Mock Test 2025 Released

IIT JAM Mathematics 2025 Section-wise Weightage

The Mathematics Section - Wise Break up of Marks and Questions is provided below:

Section

No. of Questions

Marks per Question

Total Marks

Negative Marking

Section A

10

1

10

⅓ 

20

2

40

⅔ 

Section B

10

2

20

Not Applicable

Section C

10

1

10

Not Applicable

10

2

20

60

100



Also Read: IIT JAM Mathematics (MA) Predicted Question Paper 2025

IIT JAM Mathematics Syllabus Preparation Tips

Candidates should begin studying for the IIT JAM 2025 Mathematics syllabus as soon as possible and keep the following tips in mind if they want to perform above average in the exam. According to the survey, Mathematics is one of the subjects that received the highest scores in the IIT JAM 2025 exam. Here's some advice on mathematics subject.

  • The candidate needs to make a list of all the topics, identify the particular section in which they are weak, and then focus on those topics
  • Each day, the candidate must complete all of the questions from at least two chapters
  • All candidates must create a timetable and adhere to it regularly in order to finish all of the sections of the IIT JAM 2025 Mathematics Syllabus
  • The candidate should successfully complete all of the previous year's questions to increase speed and confidence
  • The candidate will be able to know their abilities or understand where they can improve by taking mock tests as often as possible each week
  • Last but not least, practice is the key to acing the test and will help you score as highly as possible, particularly in math
Also Read: IIT JAM 2025: Entire Exam Schedule

IIT JAM Mathematics 2025 Syllabus: Important Chapters

To compete and easily score high on the IIT JAM 2025 entrance exam, the applicant must master every significant topic covered in each section of the syllabus. The table below shows the comprehensive mathematics course syllabus for IIT JAM.

Important Mathematics Chapters 

Subtopic

Sequences and Series of Real Numbers

  • Real number sequences, sequence convergence, bounded and monotone sequences, and convergence criteria for real number sequences are all topics covered in this topic. Bolzano-Weierstrass theorem, Cauchy sequences, and subsequences are additional considerations
  • Additionally, there are series of real numbers, absolute convergence, tests for series of positive terms that include comparison tests, ratio tests, root tests, and Leibniz tests for alternating series convergence, among others

Differential Equations

  • Ordinary differential equations of the first order of the form y'=f (x,y), Bernoulli's equation, exact differential equations, integrating factor, orthogonal trajectories, and homogeneous differential equations are all covered in this section
  • There are also variable separable equations and linear differential equations with constant coefficients that are only for second order. There is also the method of parameter variation, the Cauchy-Euler equation

Integral Calculus

  • This section contains information on Integration, which is defined as the inverse process of differentiation, as well as definite integrals and all the properties associated with the fundamental theorem of calculus
  • Aside from that, there are double and triple integrals, information on changing the order of integration, the process of calculating surface areas and volumes using double integrals, and calculating volumes using triple integrals

Linear Algebra

  • Finite dimensional vector spaces, linear independence of vectors, their basis and dimension, linear transformations, information on matrix representation, range space with null space, and the rank-nullity theorem are all topics covered in this section. Inverse and rank of a matrix, determinant, and all systems of solutions to linear equations are also covered
  • On the other hand, consistency conditions are included in this section along with eigenvalues, eigenvectors for matrices, the Cayley-Hamilton theorem, etc

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