SYLLABUS FOR JEE 2022 (Main + Advanced)


The official notification for JEE Main 2022 will be released by the NTA on their official website at The syllabus for JEE Main 2022 will help aspirants to prepare well for their exams.

The syllabus for JEE Main 2022 will be going to release for both B.e/ Paper 1 & B.arch/B.plan Paper 2. Also, go through for Official JEE Exam pattern for better understanding and to for deep idea goes through with JEE Main Previous Year Question Papers.

Syllabus For JEE Main 2022 (Mathematics, Chemistry & Physics).


For a brief understanding refer to Class 12th NCERT Solution & Solution for 11th NCERT.

Here we listed a very important mathematics chapter for JEE Main 2022:

  • Three-dimensional geometry

  • Differential equations

  • Binomial Theorem and its simple application

  • Complex numbers and quadratic equations

  • Sets, relations & Functions

  • Limit, continuity & differentiability

  • Integral calcus

  • Mathematical Reasoning

  • Mathematical Induction

  • Matrics and Determinants

  • Complex numbers and quadratic equations.

  • Vector algebra

  • Trigonometry

  • Statistics & probability

  • Co-ordinate geometry

  • Sequence and series

Syllabus For JEE Main Chemistry 2022:

Chemistry is the only very divergent subject that is divided into three parts i.e Physical chemistry, Organic chemistry, and inorganic chemistry. Here we list all sections of the chemistry syllabus of JEE Main 2022. Do go thoroughly from every topic to excel in your exams.

  • Some basic concepts in chemistry
  • Solutions
  • Chemical kinetics
  • chemical thermodynamics
  • chemical bonding and molecular structure
  • Atomic Structure
  • Redox reactions and electrochemistry
  • Surface chemistry
  • Chemical Kinetics
  • States of matter 
  • Chemistry in everyday life
  • Principle related to practical chemistry
  • Hydrocarbons
  • Purification and characterization of organic compounds.
  • Organic compounds containing oxygen
  • Organic compounds containing halogens
  • Organic compounds containing nitrogen
  • Some basic principles of organic chemistry
  • Polymers
  • Bio-molecules
  • General principles and process of isolation
  • Environmental Chemistry
  • d- and f block elements
  • Co-ordination Compounds
  • Hydrogen
  • P Block elements group 13 to group 18 Elements
  • Block elements (alkali and alkaline earth metals)
  • Classification of elements and periodicity in properties


Syllabus For JEE Main 2022 Part 2 Aptitude Test (B.arch/B.planning)

Part I

Awareness of persons, places, Buildings, Materials. Objects, Texture related to Architecture and build—environment. Visualizing three-dimensional objects from two-dimensional drawings. Visualizing. different sides of three-dimensional objects. Analytical Reasoning Mental Ability (Visual, Numerical, and Verbal).

Part II

Three-dimensional – perception: Understanding and appreciation of scale and proportion of objects, building forms, and elements, color texture, harmony, and contrast. Design and drawing of geometrical or abstract shapes and patterns in pencil.

Transformation of forms both 2 D and 3 D union, subtraction, rotation, development of surfaces and volumes, Generation of Plan, elevations, and 3 D views of objects. Creating two-dimensional and three-dimensional compositions using given shapes and forms.

Sketching of scenes and activities from memory of urbanscape (public space, market, festivals, street scenes, monuments, recreational spaces, etc.), landscape (river fronts, jungles, trees, plants, etc.), and rural life.

Part III (Planning)

General Awareness regarding development issues, government programs/schemes, etc., Comprehension, critical thinking, analytical skills, graphs, charts and map reading skills, simple statistics, CBSE class X Social Sciences topics.

Sketching of scenes and activities from memory of urbanscape (public space, market, festivals, street scenes, monuments, recreational spaces, etc.), landscape (river fronts, jungles, trees, plants, etc.), and rural life.

JEE Main 2022 Exam Pattern

While preparing for the entrance examination, the candidates are advised to check the official exam pattern along with the syllabus of JEE Main 2022. Details about how the entrance examination will be conducted and information related to the features such as duration, language, number of questions, marking scheme, and more will be known through the previous year’s JEE Main exam format.

JEE Main Exam Pattern 2022 – Paper 1


JEE Main 2022 Exam Pattern Details

Exam Mode: Online-test mode

Exam Duration:3 hours (4 hours for persons with benchmark disabilities)

Subjects:Physics, Chemistry, and Mathematics

Total number of questions:

90 (need to answer 75 questions) (Each subject will have 20 Multiple Choice Questions and 10 numerical questions out of which 5 is a must)

Type of Questions:

20 Objective questions having 4 options each with only 1 correct option

10 Numerical questions out of which 5 needs to be answered

JEE Main 2022 Marking Scheme

JEE Main Marking Scheme for Paper 1 is-

For MCQs – 4 Marks will be awarded for every correct answer and 1 Mark will be deducted for every incorrect answer

For an answer with a numeric value – 4 Marks will be awarded for every correct answer and 0 Mark will be deducted for every incorrect answer

JEE Main Maximum Marks :300 Marks

Medium of paper: English or Hindi 

NTA JEE Main 2022 Paper 2 Exam Pattern


JEE Main Exam Pattern Details

Mode of Examination: Online Exam except for Drawing section in B.Arch

Language of Examination: English or Hindi – For All Centre Cities

English or Hindi or Gujarati- For Centre Cities in Gujarat, Dadra & Nagar Haveli and Daman & Diu

Duration of Examination: 3 hours

Number of Sections

There are three sections in both B. Arch and B.Plan papers.


  • Mathematics
  • Aptitude test
  • Drawing test


  • Mathematics
  • Aptitude test
  • Planning test

Type of Questions

B.Arch- Type of questions for each section of B.Arch-

  • Mathematics-  MCQ and questions with numerical value as answers
  • Aptitude- MCQ
  • Drawing- Drawing aptitude

B.Planning- Type of questions for each section of B.Planning-

  • Mathematics-  MCQ and questions with numerical value as answers
  • Aptitude- MCQ
  • Planning-  MCQ

Number of Questions:-

B.Arch: 77 Questions

B.Plan: 100 Questions

Total Marks:-

400 Marks

Marking Scheme

JEE Main Marking Scheme for Paper 2 is-

  • MCQs- Candidates will be awarded 4 marks for each correct answer and there will be a negative marking of 1 mark on each incorrect answer.
  • Questions with numerical value answers – Candidates will be awarded 4 marks for each correct answer and there will be no negative marking.
  • Marking Scheme for Drawing Test – Two questions are evaluated out of 100 marks


JEE Syllabus 2022 is one of the most important things that students should get their hands on and undergo during their JEE prep.

The syllabus includes a lot of information such as details of the vital chapters and subjects to concentrate on, weightage of symbols, key objectives of the whole JEE course, reference materials and much more. Therefore, getting a complete overview of this IIT JEE syllabus can help candidates not only study productively but also be one step ahead in the contest.

Following the syllabus is among the important exercises. Moreover, as the syllabus of  JEE Main 2022 is immense, candidates must further develop a suitable timetable to cover all of the vital topics well before the final day of the examination. Meanwhile, the IIT Joint Entrance Exam is one of the most challenging competitive assessments for Engineering. Aside from working hard pupils ought to be wise and plan everything carefully. They should develop a correct prep strategy after going through JEE’s syllabus and after that study without becoming distracted.

How Important is JEE Syllabus?

The first thing that aspirants should take while starting their preparation of IIT JEE is to go through the syllabus.

The syllabus is a significant part of document that may broadly encourage applicants to clear their doubts and help them learn. Usually, the syllabus consists of all of the essential directions and it also lists out all the subjects and theories where the questions will probably be put in the final examination.

Candidates should at least go through the syllabus once rather than dismissing it completely. Knowing the topics that are very likely to arise in the examination will help them prepare strongly and perform well in the examinations.

Overall, it is going to be valuable in the long run. Simultaneously, knowing the syllabus doesn’t mean only seeing the subjects; instead it is all about reviewing and analyzing all of the topics thoroughly.

  • Yet, some of the key benefits of the syllabus are:
    It provides a chance to create a well-defined groundwork strategy.
  • The syllabus aids in getting better control over each candidates’ learning.
  • They can select what to find out. IIT JEE syllabus provides a fair comprehension of important theories and marking the plot of chapters further allowing them to concentrate more on the relevant subjects.
  • It helps to comprehend the question paper format such as the kinds of questions, newspaper length and much more.
  • The syllabus also includes details about materials that may enhance candidates studying.
  • The majority of the time, the syllabus may even cite reference research materials that candidates can take advantage of to enlarge their understanding further.

Syllabus for JEE Advanced 2022

The Indian Institute of Bombay (IIT) has released the syllabus for JEE Advanced 2022 (Physics, Chemistry & Mathematics).

Syllabus for Mathematics JEE Advanced 2022



Topics of JEE Advanced 2022
  • Algebra of complex numbers,
  • addition,
  • multiplication,
  • conjugation,
  • polar representation,
  • properties of modulus and principal argument,
  • triangle inequality,
  • cube roots of unity,
  • geometric interpretations.
  • Quadratic equations with real coefficients,
  • relations between roots and coefficients,
  • formation of quadratic equations with given roots,
  • symmetric functions of roots.
  • Arithmetic,
  • geometric and harmonic progressions,
  • arithmetic,
  • geometric and harmonic means,
  • sums of finite arithmetic and geometric progressions,
  • infinite geometric series,
  • sums of squares and cubes of the first n natural numbers.
  • Logarithms and their properties.
  • Permutations and combinations,
  •  binomial theorem for a positive integral index,
  • properties of binomial coefficients.


  • Matrices as a rectangular array of real numbers,
  • equality of matrices,
  • addition, multiplication by a scalar and product of matrices,
  • transpose of a matrix,
  • determinant of a square matrix of order up to three,
  • inverse of a square matrix of order up to three,
  • properties of these matrix operations,
  • diagonal,
  • symmetric and skew-symmetric matrices and their properties,
  • solutions of simultaneous linear equations in two or three variables.


  • Addition and multiplication rules of probability,
  • conditional probability,
  • Bayes Theorem,
  • independence of events,
  • computation of probability of events using permutations and combinations.


  • Trigonometric functions,

  • their periodicity and graphs,

  • addition and subtraction formulae,

  • formulae involving multiple and sub-multiple angles,

  • general solution of trigonometric equations.

    Relations between sides and angles of a triangle,

  • sine rule,

  • cosine rule, half-angle formula and the area of a triangle,

  • inverse trigonometric functions (principal value only).

Analytical Geometry

  • Two dimensions: Cartesian coordinates,

  • distance between two points, section formulae,

  • shift of origin.

    Equation of a straight line in various forms,

  • angle between two lines, distance of a point from a line;

  • Lines through the point of intersection of two given lines,

  • equation of the bisector of the angle between two lines, concurrency of lines;

  • Centroid,

  • orthocentre,

  • incentre and circumcentre of a triangle.

    Equation of a circle in various forms,

  • equations of tangent, normal and chord.

  • Parametric equations of a circle,

  • intersection of a circle with a straight line or a circle,

  • equation of a circle through the points of intersection of two circles and those of a circle and a straight line.

    Equations of a parabola,

  • ellipse and hyperbola in standard form,

  • their foci,

  • directrices and eccentricity,

  • parametric equations,

  • equations of tangent and normal.

  • Locus problems.

    Three dimensions: Direction cosines and direction ratios,

  • equation of a straight line in space,

  • equation of a plane, 
  • distance of a point from a plane.

Differential Calculus

  • Real valued functions of a real variable,

  • into,

  • onto and one-to-one functions,

  • sum, difference,

  • product and quotient of two functions,

  • composite functions,

  • absolute value,

  • polynomial,

  • rational,

  • trigonometric,

  • exponential and logarithmic functions.

    Limit and continuity of a function,

  • limit and continuity of the sum,

  • difference,

  • product and quotient of two functions,

  • L’Hospital rule of evaluation of limits of functions.

    Even and odd functions,

  • inverse of a function,

  • continuity of composite functions,

  • intermediate value property of continuous functions.

    Derivative of a function,

  • derivative of the sum, difference,

  • product and quotient of two functions,

  • chain rule,

  • derivatives of polynomial,

  • rational,

  • trigonometric,

  • inverse trigonometric,

  • exponential and logarithmic functions.


    Derivatives of implicit functions,

  • derivatives up to order two,

  • geometrical interpretation of the derivative,

  • tangents and normals,

  • increasing and decreasing functions,

  • maximum and minimum values of a function,

  • Rolle’s Theorem and Lagrange’s mean value theorem.

Integral Calculus

  • Integration as the inverse process of differentiation,

  • indefinite integrals of standard functions,

  • definite integrals and their properties,

  • fundamental theorem of integral calculus.

  • Integration by parts, integration by the methods of substitution and partial fractions,

  • application of definite integrals to the determination of areas involving simple curves.

  • Formation of ordinary differential equations,

  • solution of homogeneous differential equations,

  • separation of variables method,

  • linear first order differential equations


  • Addition of vectors, scalar multiplication,

  • dot and cross products,

  • scalar triple products and their geometrical interpretations.

Syllabus for Physics JEE Advanced 2022



Topics of JEE Advanced 2022
  • Units and dimensions, Dimensional analysis,
  • Least count,
  • significant figures;
  • Methods of measurement and error analysis for physical quantities pertaining to the following experiments: Experiments based on using Vernier calipers and screw gauge (micrometer),
  • Determination of g using simple pendulum,
  • Young’s modulus by Searle’s method,
  • Specific heat of a liquid using calorimeter,
  • focal length of a concave mirror and a convex lens using u-v method,
  • Speed of sound using resonance column,
  • Verification of Ohm’s law using voltmeter and ammeter, and specific resistance of the material of a wire using meter bridge and post office box.


Topics of JEE Advanced 2022
  • Kinematics in one and two dimensions (Cartesian coordinates only),

  • projectiles;

  • Uniform circular motion;

  • Relative velocity.

  • Newton’s laws of motion;

  • Inertial and uniformly accelerated frames of reference;

  • Static and dynamic friction;

  • Kinetic and potential energy; 

  • Work and power;

  • Conservation of linear momentum and mechanical energy.

  • Systems of particles;

  • Center of mass and its motion;

  • Impulse;

  • Elastic and inelastic collisions.

  • Law of gravitation;

  • Gravitational potential and field;

  • Acceleration due to gravity;

  • Motion of planets and satellites in circular orbits;

  • Escape velocity.


  • Rigid body,

  • moment of inertia, parallel and perpendicular axes theorems,

  • moment of inertia of uniform bodies with simple geometrical shapes;

  • Angular momentum;

  • Torque;

  • Conservation of angular momentum;

  • Dynamics of rigid bodies with fixed axis of rotation;

  • Rolling without slipping of rings,

  • cylinders and spheres;

  • Equilibrium of rigid bodies;

  • Collision of point masses with rigid bodies.

  • Linear and angular simple harmonic motions.

  • Hooke’s law,

  • Young’s modulus.

  • Pressure in a fluid;

  • Pascal’s law;

  • Buoyancy;

  • Surface energy and surface tension,

  • capillary rise;

  • Viscosity (Poiseuille’s equation excluded),

  • Stoke’s law;

  • Terminal velocity,

  • Streamline flow,

  • equation of continuity,

  • Bernoulli’s theorem and its applications.

  • Wave motion (plane waves only),

  • longitudinal and transverse waves,

  • superposition of waves;

  • Progressive and stationary waves;

  • Vibration of strings and air columns;

  • Resonance;

  • Beats;

  • Speed of sound in gases;

  • Doppler effect (in sound).