JEE Advanced Maths Syllabus 2026 – Complete Chapter-wise Breakdown
The ones who desire to enter an Indian Institute of Technology (IIT), the last step to go there is cracking of JEE Advanced. In as much as a great number of candidates sail through JEE Main, JEE Advanced is where only the serious business begins, with the augmented difficulty and comprehensiveness required to the principle coverage and question-based application of concepts.
In the case of Mathematics, out of three other disciplines, Physics, Chemistry and Mathematics, it is the most important in ascertaining your performance in exams. The syllabus of the JEE Advanced Maths aims at gaining conceptual clarity, logical reasoning and understanding how to apply a formula effectively and not memorizing it.
This is an organized and detailed summary of the JEE advanced 2026 Mathematics syllabus in order to know how you can prepare to take it.
JEE Advanced 2026 Maths Syllabus – Chapter-wise Overview
The JEE Advanced Mathematics syllabus is broadly aligned with Class 11 and Class 12 NCERT, but the level of questions is much higher. Below is a detailed breakdown of each unit.
| Chapter Name | Important Topics Covered |
|---|---|
|
Sets, Relations & Functions
|
Types of sets, set operations, De Morgan’s laws, Cartesian product, relations, equivalence relation, domain & range, one-one & onto functions, invertible functions, even & odd functions, polynomial, trigonometric, exponential, logarithmic, modulus and greatest integer functions, operations and composition of functions
|
|
Algebra
|
Complex numbers, modulus & argument, cube roots of unity, quadratic equations, relation between roots & coefficients, AP & GP, infinite GP, logarithms, permutations & combinations, binomial theorem, properties of binomial coefficients
|
|
Matrices & Determinants
|
Types of matrices, matrix operations, transpose, determinants (up to order 3), adjoint & inverse of matrices, properties of matrices and determinants, solution of linear equations in two and three variables
|
|
Probability & Statistics |
Sample space, types of events, probability laws, conditional probability, independence of events, Bayes’ theorem, random variables, mean, variance, standard deviation, grouped and ungrouped data analysis |
|
Trigonometry |
Trigonometric functions & graphs, identities, transformations, multiple and sub-multiple angles, trigonometric equations, inverse trigonometric functions and their properties
|
|
Coordinate Geometry (2D) |
Straight line (all forms), angle between lines, distance of point from line, pair of straight lines, circle (equation, tangent, normal, chord), conic sections (parabola, ellipse, hyperbola), locus problems
|
|
Coordinate Geometry (3D)
|
Distance between two points, direction ratios & cosines, equation of line and plane, angle between lines & planes, shortest distance between skew lines, coplanar lines
|
|
Limits, Continuity & Differentiability
|
Limits of functions, continuity, L’Hospital’s rule, differentiation rules, derivatives of standard functions, tangents & normals, increasing/decreasing functions, maxima & minima, Rolle’s theorem, Lagrange’s Mean Value Theorem
|
|
Integral Calculus & Differential Equations |
Indefinite & definite integrals, properties of definite integrals, fundamental theorem of calculus, integration techniques, area under curves, formation and solution of differential equations
|
|
Vectors
|
Vector algebra, scalar & vector products, scalar triple product, vector triple product, geometric interpretation of vectors
|
Analysis of JEE Advanced 2026 Maths Syllabus
The JEE Advanced 2026 Mathematics syllabus has been designed to correspond closely to the NCERT Mathematics syllabus of class XI and class XII, with the main difference being that the level of difficulty is much higher than that of the NCERT syllabus. In addition to this, the questions in this syllabus will focus on the following:
- The depth of the Concepts
- Logical Reasoning
- Application of multiple chapters together
- Time Management
To succeed, students must:
- Building strong fundamentals
- Practice solving Advanced level problems
- Focus on Accuracy and the Approach rather than Speed
The guidance of experienced teachers who are alumni of the IITs and individualised instruction, based on a deep understanding of the concepts, such as those provided by Virash Sir, will assist students in meeting these challenges.
Looking for the right guidance for JEE Maths? Get complete course details here.
Preparation Tip (Expert Advice)
- Focus on concept clarity over quick tricks
- Regularly practice solving mixed-topic questions
- Study the details of incorrect answers and the reasons for that
- Review answer formulas and understand them
- Review and practice using previous years’ question papers for the JEE Advanced
Final Words
In order to study well in the JEE Advanced exam in 2026, the initial way to do this is to familiarize oneself with the JEE Advanced Maths syllabus in a proper manner. Instead of an all-according memorization of mathematical formulas, the success of students in JEE Advanced will be determined on the level of deep conceptual knowledge of Mathematics and diligent practice of the subject.
Through a strategic preparation plan, good mentorship by experienced people and streamlined study with the right material, students can tackle Maths problems in JEE advanced, which are more difficult ones, and strive to achieve their ultimate aim of admission in an IIT (Indian Institute of Technology).
Frequenlty Asked Questions
The syllabus is largely similar, but JEE Advanced questions are more conceptual, application-based, and difficult.
Although the study of NCERT is quite important, it does not avoid the necessity to practice Advanced
level Mathematics problems.
They will be most weighted when the students do the JEE Advanced exam; Calculus, Coordinate
Geometry, Algebra and Vectors.
Yes, given proper tutoring, students could build their own capabilities in Mathematics by unraveling
coherent mathematical concepts, as well as by training.
A regular revision and practice that is consistent (about 1.5 to 2 years) should be enough.