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Updated By Prateek Lakhera on 03 Oct, 2025 14:10
The official WBJEE 2026 Mathematics syllabus will be released on the WBJEEB website, wbjeeb.in. However, if you are preparing for the WBJEE 2026 exam, you should start your preparations at the earliest. You should start preparing for the exam with the already available syllabus. Mathematics is a crucial section of the WBJEE 2026 exam, therefore, you should have a clear understanding of the WBJEE Mathematics syllabus 2026. This page contains a detailed look at the WBJEE Math syllabus 2026, important topics, and WBJEE 2026 Mathematics syllabus weightage.
The WBJEE 2026 syllabus for Mathematics includes topics from the intermediate level chapters (class 11th and 12th class topics). This helps you to have an easier understanding of the WBJEE 2026 Math syllabus. If you are planning to sit for the WBJEE 2026 exam should familiarize yourself with the WBJEE 2026 Mathematics syllabus topics to come up with a dedicated and focused study plan and secure a good rank in the exam.
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If you are preparing for the WBJEE 2026 examination should give Mathematics special attention as the subject covers a major part of the WBJEE 2026 syllabus. The WBJEE Mathematics syllabus 2026 PDF will be uploaded to the official WBJEE website. Meanwhile, you can check the WBJEE 2025 Mathematics syllabus here:
Subject | PDF Download Link |
|---|---|
| WBJEE 2026 Mathematics Syllabus PDF | To be released |
WBJEE 2025 Mathematics Syllabus PDF |
The WBJEE Mathematics syllabus 2026 will include various topics from the 11th and 12th standard Mathematics syllabi. If you are preparing for the WBJEE 2026 exam, you should start your preparation by studying the topics from your intermediate books and practicing for the upcoming exam. The exam is a university-level entrance exam, therefore, you need to practice and make a focused study plan to perform well in the examination. You should gain a good understanding of the WBJEE 2026 Math syllabus sub-topics to identify your strengths and weaknesses.
The following table mentions the topic-wise detailed WBJEE 2026 Mathematics syllabus:
Topics | Sub-topics |
|---|---|
Algebra | A.P., G.P., H.P.: Definitions; General term; Summation of series |
Logarithms: Definition; Properties; Change of base | |
Complex Numbers: Definition; Properties; Complex conjugate; Triangle inequality; De Moivre’s theorem | |
Polynomial equation: nth degree equation; Quadratic Equations with real coefficients | |
Permutation and Combination: Basic properties; Problems involving permutations and combinations | |
Principle of Mathematical Induction: Sum of squares and cubes; Divisibility properties | |
Binomial theorem: Statement; General term; Properties of binomial coefficients | |
Matrices: Concepts; Operations; Determinants; Inverse of a matrix; Solutions of system of linear equations | |
Sets, Relations, and Mappings: Idea of sets; Venn diagram; Equivalence relation; Mappings | |
Statistics and Probability | Measure of dispersion; Mean, variance, and standard deviation; Probability rules; Binomial distribution |
Trigonometry | Trigonometric functions; Addition and subtraction formulae; General solution of trigonometric equations |
Properties of triangles; Inverse trigonometric functions and their properties | |
Coordinate Geometry of Two Dimensions | Distance formula; Section formula; Condition of collinearity; Equation of lines; Angle bisector |
Equation of a circle; Condition that a general equation may represent a circle; Parametric equation of a circle | |
Definition of conic section; Equation of Parabola, Ellipse, and Hyperbola in standard form | |
Coordinate Geometry of Three Dimensions | Direction cosines and direction ratios; Equation of a straight line; Equation of a plane; Distance formula |
Calculus | Differential calculus: Functions; Limit, continuity, derivative; Rolle’s Theorem; L’Hospital’s rule |
Integral calculus: Indefinite integral; Integration by parts and substitution; Fundamental theorem of integral calculus | |
Differential Equations: Formation; Solution methods | |
Application of Calculus: Tangents and normals; Maxima and minima; Motion in a straight line; Area calculation | |
Vectors | Addition of vectors; Scalar multiplication; Dot and cross products; Scalar triple product |
Quick Links:
| WBJEE 2026 Exam Date | WBJEE 2026 Eligibility Criteria |
|---|---|
| WBJEE 2026 Registration | WBJEE 2026 Admit Card |
| WBJEE 2026 Exam Centres | WBJEE 2026 Exam Pattern |
You should carefully read the WBJEE 2026 Mathematics syllabus and focus on the topics that are most likely to be covered during the examination. Studying these topics will help you gain a better understanding of the subject and help you score higher marks in the WBJEE 2026 exam.
The following are some of the WBJEE 2026 Mathematics syllabus important topics:
Vectors | 3-D Geometry |
|---|---|
Probability | Complex Numbers |
Matrices Determinants | Indefinite Integration |
Limits | Sets, Relations & Functions |
Definite Integration | Permutation & Combination |
Theory of Equations | - |
Quick Links:
| WBJEE 2026 Exam Preparation Tips | Best Books for WBJEE 2026 Exam Preparation |
|---|---|
| WBJEE Previous Year Question Papers | WBJEE Sample Papers |
| WBJEE 2026 Mock Test | Best WBJEE Coaching Institutes |
The WBJEE Mathematics syllabus 2026 includes various sections, each section is distributed across the examination and has some weightage to the questions. The higher weightage of a particular section suggests the higher possibility of questions appearing from that section. The topic-wise weightage distribution of the WBJEE 2026 Math syllabus also helps students to identify the most important topics and come up with an effective examination strategy.
The following list includes the topic-wise weightage distribution of the WBJEE 2026 Mathematics syllabus:
Topic | Weightage of Questions |
|---|---|
Vectors | 7% |
Probability | 7% |
3-D Geometry | 6% |
Matrices & Determinants | 5% |
Limits | 5% |
Indefinite Integration | 5% |
Sets, Relation & Functions | 5% |
Definite Integration | 5% |
Theory of Equations | 4% |
Permutation & Combination | 4% |
Complex Numbers | 4% |
Students preparing for the WBJEE 2026 Mathematics syllabus should refer to class X to XII NCERT Mathematics books to improve their basic concepts. However, for in-depth and focused studies, students can refer to more advanced Mathematics books to enhance their exam preparations. The following are some of the best books for WBJEE 2026 Mathematics syllabus:
| Name of the Book | Author/Publication |
|---|---|
| NCERT X, XI, and XII | NCERT |
| Mathematics | R.S Aggarwal |
| Objective Mathematics | R.D Sharma |
| Calculus | I.A Maron |
| Higher Algebra | Hall & Knight |
| Internal Calculus | Amit Aggarwal |
| Trigonometry | S.L Loney |
| Problems Plus in IIT Mathematics | A.Dasgupta |
| Calculus and Analytic Geometry | Thomas and Finney |
| A Textbook of Vector Analysis | Shanti Narayan |
| Differential Calculus | Arihant Experts |
| Textbook on Coordinate Geometry | Dr Gorakh Prasad & H.C.Gupta |
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