WBJEE Syllabus 2025: The WBJEE 2025 syllabus is available on the official website, wbjeeb.nic.in, according to WBJEEB. The WBJEE 2025 syllabus can be found in the information brochure, which candidates must review. Students can use this page to download the WBJEE 2025 syllabus in PDF format. The subjects covered in the West Bengal entrance exam are included in the WBJEE entrance exam syllabus. The WBJEE 2025 syllabus is derived from the material covered in classes 11 and 12.
Unit |
Topics Covered |
Physical World and Measurement |
Units and Measurement |
Scalars and Vectors |
|
Kinematics |
|
Laws of Motion |
|
Work, Energy, and Power |
|
Motion of System of Particles and Rigid Body |
|
Gravitation |
|
Properties of Bulk Matter |
|
Thermodynamics |
|
Kinetic Theory of Gases |
|
Oscillations and Waves |
|
Electrostatics |
|
Current Electricity |
|
Magnetic Effects of Current and Magnetism |
|
Electromagnetic Induction and Alternating Currents |
|
Electromagnetic Waves |
|
Optics |
|
Dual Nature of Matter and Radiation |
|
Atoms and Nuclei |
|
Electronic Devices |
Unit |
Topics Covered |
Some Basic Concepts in Chemistry |
States of Matter |
Atomic Structure |
|
Chemical Bonding and Molecular Structure |
|
Chemical Thermodynamics |
|
Solutions |
|
Equilibrium |
|
Redox Reactions and Electrochemistry |
|
Chemical Kinetics |
|
Surface Chemistry |
|
Classification of Elements and Periodicity in Properties |
|
General Principles and Processes of Isolation of Metals |
|
Hydrogen |
|
Block Elements (Alkali and Alkaline Earth Metals) |
S-Block Elements (Alkali and Alkaline Earth Metals) |
P-Block Elements |
|
D and F Block Elements |
|
Coordination Compounds |
|
Environmental Chemistry |
|
Purification and Characterization of Organic Compounds |
|
Some Basic Principles of Organic Chemistry |
Some Basic Principles |
Hydrocarbons |
|
Organic Compounds Containing Halogens |
|
Organic Compounds Containing Oxygen |
|
Organic Compounds Containing Nitrogen |
|
Polymers |
|
Biomolecules |
|
Chemistry in Everyday Life |
Unit |
Topics Covered |
Algebra |
Sets, Relations, and Functions |
Complex Numbers and Quadratic Equations |
|
Sequences and Series |
|
Permutations and Combinations |
|
Binomial Theorem |
|
Mathematical Induction |
|
Matrices and Determinants |
|
Trigonometry |
Trigonometric Functions and Identities |
Heights and Distances |
|
Coordinate Geometry |
Straight Lines |
Circles |
|
Conic Sections |
|
Calculus |
Limits and Continuity |
Differentiation |
|
Application of Derivatives |
|
Indefinite and Definite Integrals |
|
Area under Curves |
|
Differential Equations |
|
Vectors and 3D Geometry |
Vectors |
3D Geometry |
|
Statistics and Probability |
Statistics |
Probability |
|
Dynamics, Kinematics, and Statics (for Engineering Aspirants) |
Motion in a Plane |
Laws of Motion |
|
Work, Energy, and Power |
|
System of Particles and Rotational Motion |
|
Gravitation |
There are two papers in the WBJEE exam format: Paper I is for maths, and Paper II is for physics and chemistry. There will be three different types of questions in each section. Section I will have a total of 100 marks, while Section II will have 100 marks with 50 marks for each subject.
Particulars |
Details |
Mode of Exam |
Offline (OMR based) |
Total Duration |
4 hours (2 hours + 2 hours) |
Papers |
Paper-I (Mathematics); Paper-II (Physics and Chemistry) |
Type of Questions |
Multiple Choice Questions |
Category |
Category I: 1 mark questions |
Number of Questions |
Physics- 40; Chemistry- 40; Mathematics- 75 |
Total Marks |
200 |
Negative Marking |
Yes |
The list of best books for WBJEE 2025 has been given below:
Subject |
Book Name |
Author |
Physics |
Concepts of Physics Vol. 1 & 2 |
H.C. Verma |
Fundamentals of Physics |
Halliday, Resnick |
|
Problems in General Physics |
I.E. Irodov |
|
Chemistry |
Organic Chemistry |
Morrison & Boyd |
Inorganic Chemistry |
J.D. Lee |
|
Physical Chemistry |
P. Bahadur |
|
Mathematics |
Mathematics for Class 11 & 12 |
R.D. Sharma |
Objective Mathematics |
R.D. Sharma |
|
Higher Algebra |
Hall & Knight |
|
Trigonometry & Geometry |
S.L. Loney |
|
Differential Calculus |
Amit M. Agarwal |
|
Integral Calculus & Vector Calculus |
Amit M. Agarwal |
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