IIT JAM 2027 Syllabus: Paper-wise Topics for All Seven Papers
The IIT JAM 2027 syllabus is published separately for each of the seven test papers by IIT Kharagpur, the organising institute for the 14 February 2027 exam. Each syllabus is pitched at undergraduate level, and most papers follow the B.Sc. curriculum of the subject closely, so your degree textbooks remain the main resource.
This page lists the official sections of every paper with the topics to cover and a suggested starting point, explains where papers overlap if you are taking two, and ends with a phased plan for the months left before the exam. The section names below follow the 2027 syllabus PDFs on the official website; the per-topic notes on where to start are our guidance, not part of the official syllabus.
JAM 2027 Syllabus at a Glance
Paper | Code | Session | Official sections |
|---|---|---|---|
Biotechnology | BT | Afternoon | 6 |
Chemistry | CY | Forenoon | 4 |
Economics | EN | Afternoon | 6 |
Geology | GG | Forenoon | 2 parts, 9 units |
Mathematics | MA | Forenoon | 3 |
Mathematical Statistics | MS | Afternoon | 12 |
Physics | PH | Afternoon | 7 |
Every paper has the same structure: 60 questions for 100 marks in 3 hours, split into MCQ, MSQ and NAT sections.
Key Points to Know
Syllabus is paper-specific: There is no common general aptitude section. You are tested only on the paper you choose.
Topic lists are official: IIT Kharagpur publishes a topic-wise syllabus for each paper, so you can use it as a complete checklist.
Weightage is not published topic-wise: Only Mathematical Statistics states a split (about 25% Mathematics and 75% Statistics). For other papers, use previous year papers to judge which units carry more questions.
Two-paper candidates: If you take two papers, they must be in different sessions, so plan the syllabus overlap early.
Physics (PH) Syllabus
Section | Topics to cover | Start with |
|---|---|---|
Mathematical Methods | Calculus, vector calculus with Gauss, Green and Stokes theorems, differential equations, matrices, complex numbers, Fourier series, error analysis | Vector calculus and matrices |
Mechanics and General Properties of Matter | Newton's laws, rotating frames, central forces and gravitation, conservation laws, collisions, rigid-body rotation, fluid flow | Central forces and rigid bodies |
Oscillations, Waves and Optics | Free, damped and forced oscillations, wave motion, Doppler effect, geometrical optics, interference, diffraction, polarisation | Oscillators and interference |
Electricity and Magnetism | Electrostatics, dielectrics, magnetostatics, induction, AC and DC circuits, Maxwell's equations, electromagnetic waves | Electrostatics and Maxwell's equations |
Kinetic Theory and Thermodynamics | Kinetic theory of gases, equations of state, laws of thermodynamics, entropy, phase transitions, statistical distributions | Laws of thermodynamics |
Modern Physics | Special relativity, blackbody radiation, photoelectric and Compton effects, Schrodinger equation in simple potentials, nuclear physics and radioactivity | Quantum basics and relativity |
Solid State Physics, Devices and Electronics | Crystal structure, semiconductors, diodes and transistors, amplifiers, oscillators, op-amps, logic gates | Semiconductors and logic gates |
Mathematical methods and electromagnetism support almost every other section, so building them first makes the rest faster.
Chemistry (CY) Syllabus
Section | Topics to cover | Start with |
|---|---|---|
Basic Mathematical Concepts | Functions, maxima and minima, integrals, differential equations, vectors, matrices, determinants, elementary statistics | Quick revision only |
Physical Chemistry | Atomic structure, gaseous, liquid and solid states, thermodynamics, chemical and phase equilibria, electrochemistry, kinetics, adsorption, spectroscopy | Thermodynamics and kinetics |
Organic Chemistry | Stereochemistry, reaction mechanisms and synthesis, named reactions, pericyclic reactions, qualitative analysis with UV, IR and NMR, natural products, aromatic and heterocyclic chemistry | Mechanisms and stereochemistry |
Inorganic Chemistry | Periodic trends, extraction of metals, bonding and VSEPR, s- and p-block chemistry, coordination and organometallic chemistry, bioinorganic chemistry, instrumental and analytical methods | Coordination chemistry |
Physical chemistry questions are often numerical and suit the NAT section, while organic chemistry tends to dominate the conceptual MCQs and MSQs.
Mathematics (MA) Syllabus
Section | Topics to cover | Start with |
|---|---|---|
Real Analysis | Sequences and series, convergence tests, power series, limits and continuity, differentiability, mean value theorems, Taylor series, Riemann integration | Sequences and series |
Multivariable Calculus and Differential Equations | Partial and total derivatives, maxima and minima, double and triple integrals, first-order ODEs, second-order linear ODEs, Cauchy-Euler equations | Double integrals and ODEs |
Linear Algebra and Algebra | Matrices, rank, eigenvalues, vector spaces, linear transformations, groups, subgroups, cyclic and permutation groups, Lagrange's theorem, homomorphisms | Matrices and group theory |
The Mathematics paper is short in syllabus but deep in concepts. Real analysis and group theory reward careful proof-level understanding, especially in MSQs.
Mathematical Statistics (MS) Syllabus
Mathematics (about 25%)
Sequences and series: Convergence, Cauchy sequences, limit superior and inferior, convergence tests, power series.
Differential and integral calculus: Continuity and differentiability in one and two variables, mean value theorems, Taylor series, Lagrange multipliers, double integrals, Beta and Gamma integrals.
Matrices and determinants: Rank, inverse, linear systems, eigenvalues, Cayley-Hamilton theorem, quadratic forms.
Statistics (about 75%)
Probability and distributions: Descriptive statistics, probability axioms, Bayes' theorem, univariate and multivariate distributions, moment generating functions.
Limit theorems and sampling: Laws of large numbers, central limit theorem, order statistics, chi-square, t and F distributions.
Inference: Estimation (unbiasedness, sufficiency, UMVUE, Cramer-Rao bound, MLE), confidence intervals, Neyman-Pearson lemma, likelihood ratio tests, nonparametric tests.
Stochastic processes: Discrete-time Markov chains and the Poisson process.
Biotechnology (BT) Syllabus
Section | Topics to cover | Start with |
|---|---|---|
General Biology | Cell biology, biochemistry, genetics, molecular biology, evolution and ecology | Molecular biology |
Microbial, Plant and Animal Biotechnology | Microbiology and fermentation, plant tissue culture and transgenics, immunology, animal cell culture | Microbiology |
Biotechniques | Chromatography, electrophoresis, PCR, cloning, sequencing, bioinformatics, spectroscopy and flow cytometry | PCR and cloning |
Chemistry | Atomic structure, bonding, equilibrium, thermodynamics, electrochemistry, basic organic chemistry | Equilibrium and organic basics |
Mathematics | Algebra, coordinate geometry, calculus, probability and statistics at 10+2 level | Calculus |
Physics | Mechanics, thermodynamics, electricity and magnetism, optics, modern physics at 10+2 level | Mechanics |
Some older pages quote fixed section shares for this paper; the 2027 syllabus does not state section weightage, so treat any such split as indicative.
Economics (EN) Syllabus
Mathematics for Economics: Functions, calculus, difference and differential equations, linear algebra, constrained optimisation and linear programming.
Statistics for Economics: Descriptive statistics, probability, standard distributions, estimation, law of large numbers and central limit theorem.
Hypothesis testing and regression: Test statistics, p-values, OLS, maximum likelihood, the classical linear regression model and Gauss-Markov theorem.
Microeconomics: Consumer and producer theory, market structures, general equilibrium, welfare, game theory and market failure.
Macroeconomics: National income, consumption, money and inflation, IS-LM, fiscal policy, growth models and open-economy macroeconomics.
Indian Economy: Structure and reforms, poverty and inequality, demographics, sectoral performance, external sector and the Union Budget.
Geology (GG) Syllabus
Geology 1: The Planet Earth, geomorphology, structural geology, palaeontology, stratigraphy, mineralogy and petrology.
Geology 2: Economic geology (ore deposits, coal and hydrocarbons) and applied geology (groundwater, engineering geology, remote sensing).
Structural geology and petrology carry many diagram and map-based questions, so practise stereographic projections and mineral optics early.
Overlap Between Paper Pairs
Pair | Shared areas | How to plan |
|---|---|---|
Mathematics and Mathematical Statistics | Sequences and series, calculus, matrices and eigenvalues | Study the MA versions once in depth; they cover the MS mathematics part fully |
Chemistry and Physics | Thermodynamics, atomic structure, spectroscopy basics | Use physics for the theory and chemistry for applied problems |
Biotechnology and Chemistry | Bonding, equilibrium, organic basics | BT asks these at a lower depth, so CY preparation covers them |
Economics and Mathematics | Calculus, linear algebra, optimisation | Learn the mathematics once at the MA level, then practise economic applications |
Economics and Mathematical Statistics share a lot of statistics, but both are in the afternoon session, so you cannot take them together.
Is There an Interview?
No. Admission to the IITs through JAM is based on the All India Rank in the test paper, category, seat availability and each programme's minimum educational qualifications. There is no separate interview or written test at the admitting IITs.
How to Cover the IIT JAM Syllabus
October to November: Finish one full reading of every section with standard degree textbooks, and make short notes and formula sheets as you go.
December: Solve topic-wise questions and previous year papers section by section, and start an error log.
January: Take two full-length mocks a week in the 3-hour format, and revise weak topics from your error log between mocks.
February: Move to revision only: formula sheets, error log and one or two final mocks in the exam session timing.
Frequently Asked Questions
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