

JEE Main Maths Syllabus 2026 knowledge is important for all candidates appearing for the Joint Entrance Examination (JEE) Main in 2026. Mathematics is one of the three main subjects in the exam, and knowing the JEE Main syllabus well is the first step towards effective preparation. This syllabus covers many topics from classes 11 and 12. Understanding what topics will be in the exam helps a candidate plan their study time and focus on the most important areas.
The JEE Main exam, which includes the Maths section, has a specific pattern that every candidate must know. The exam is conducted by the National Testing Agency (NTA). The paper is usually divided into two sections. Candidates can refer to the table regarding the JEE Main Maths Syllabus 2026 and exam structure.
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JEE Main Maths Syllabus 2026 Overview |
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Exam Mode |
Computer-Based Test (CBT) |
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Subject Sections |
Physics, Chemistry, and Mathematics |
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Total Questions in Maths |
Usually 30 questions |
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Question Type |
Multiple Choice Questions (MCQs) and Numerical Value Questions |
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Marking Scheme |
Typically +4 for a correct answer and -1 for an incorrect answer (MCQs) |
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Total Marks for Maths |
100 Marks |
Also Read - JEE Main 2026 Exam Pattern
JEE Main Maths Syllabus 2026 has been provided in the table for reference. A candidate should ensure they cover every topic listed here for complete preparation.
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JEE Main Maths Syllabus 2026 |
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Unit Name |
Topics Included |
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Sets, Relations and Functions |
Sets and their representation; Union, intersection and complement of sets; Power set; Relations, Types of relations; Functions; one-one, into and onto functions; composition of functions. |
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Complex Numbers and Quadratic Equations |
Complex numbers as ordered pairs of real numbers; Argand plane and polar representation; Algebra of complex numbers; Square root of a complex number. Quadratic equations in real and complex number systems. |
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Matrices and Determinants |
Matrices; types of matrices; algebra of matrices; determinant of a square matrix; properties of determinants; adjoint and inverse of a matrix. Solving systems of linear equations. |
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Permutations and Combinations |
Fundamental principle of counting; Permutation and Combination; simple applications. |
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Mathematical Induction |
Principle of Mathematical Induction. |
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Binomial Theorem and its Simple Applications |
Binomial theorem for positive integer index; general and middle term; simple applications. |
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Sequences and Series |
Arithmetic, Geometric and Harmonic progressions; Sum of finite AP and GP; Sum of an infinite GP; Arithmetico-Geometric Series; Relation between AM and GM. |
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Limit, Continuity and Differentiability |
Real-valued functions; Algebra of functions; Polynomials; Rational functions; Logarithmic and Exponential functions; Limits, Continuity, and Differentiability. Derivatives; chain rule. |
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Integral Calculus |
Integration as the inverse process of differentiation; Integration by parts, by substitution; Definite integrals and their properties; Fundamental Theorem of Calculus. Applications of integrals in finding the area under curves. |
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Differential Equations |
Ordinary differential equations; formation of differential equations; solution of differential equations by separation of variables, homogeneous, and linear differential equations. |
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Coordinate Geometry |
Two-Dimensional Geometry: Cartesian system of rectangular coordinates; Straight lines; Family of straight lines; Circles; Conic sections (Parabola, Ellipse, Hyperbola). |
| Three-Dimensional Geometry |
Three-Dimensional Geometry: Coordinates of a point in space; Distance formula; Section formula; Direction ratios and direction cosines; Skew lines; Shortest distance between two lines; Plane; Line and Plane. |
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Vector Algebra |
Vectors and scalars; Addition and multiplication of vectors; Scalar and vector products; Triple product of vectors. |
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Statistics and Probability |
Measures of Dispersion (mean deviation, variance and standard deviation); Probability of an event; Addition and multiplication theorems of probability; Baye’s theorem; Binomial distribution. |
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Trigonometry |
Trigonometrical identities and equations; Inverse trigonometric functions; Properties of triangles; Heights and Distances. |
JEE Main 2026 Mathematics Weightage of Topics has been provided considering the previous year's paper trends. The high-weightage topics include Calculus, Coordinate Geometry, and Algebra. A table is provided with the JEE Main Maths Syllabus 2026 along with the weightage of topics.
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JEE Main 2026 Mathematics Weightage of Topics |
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Chapter/Unit |
Approximate Weightage (%) |
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Coordinate Geometry (2D & 3D) |
18% - 20% |
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Calculus (Differential and Integral) |
25% - 28% |
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Algebra (Complex numbers, Quadratic equations, etc.) |
20% - 22% |
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Vector Algebra |
8% - 10% |
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Trigonometry |
5% - 7% |
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Probability and Statistics |
8% - 10% |
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Sets, Relations, Functions, Sequences, and Series |
5% - 7% |
Note: The weightage depends on the previous year's paper trends. It may be subject to change.
Choosing the right study material is key for any candidate preparing for the JEE Main exam. Candidates should start with their NCERT textbooks for a strong foundation. They can move on to other good reference books that have lots of practice problems and previous years' questions. Regular practice and mock tests are essential to get used to the exam pattern and improve speed.
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Books for JEE Main 2026 Maths Preparation |
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Maths Book Name |
Book Link |
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Arjuna JEE Class 11th Mathematics Module (Part of Combo) |
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Lakshya JEE Class 12th Mathematics Module (Part of Combo) |
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Prayas JEE Dropper Mathematics Module (Part of Combo) |
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Arjuna For JEE Main & Advanced Class 11 Mathematics Modules with Solutions (Combo Set) |
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Lakshya For JEE Main & Advanced Class 12 Mathematics Modules with Solutions (Combo Set) |
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Prayas For JEE Main & Advanced Droppers Mathematics Modules with Solutions (Combo Set) |
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