According to the published Maths syllabus from the National Testing Agency (NTA), the JEE Main Maths Syllabus 2026 remains the same, with the same reduced pattern of 2024 and which was continued in 2025.
With over 14 lakh engineering students expected to register for JEE Main 2026, understanding the JEE Main Maths Syllabus's chapter-wise marks weightage and PYQs is a must if you want to secure a 99+ percentile.
- JEE Main Maths syllabus 2026 will continue to follow the NCERT Class 11 and 12 Maths topics
- As per JEE Main 2025 trend analysis, Coordinate Geometry, Calculus, and Algebra together carried 65-70% of the total marks.
- Experts are saying you should really focus on Functions, Limits, Matrices, 3D Geometry, and Probability. These topics have been showing up consistently over the last 5 years, so they're pretty much guaranteed to be important.
- On platforms like Reddit, students are discussing simple prep strategies like the “3-2-1 rule” : 3 strong, 2 moderate, and 1 weak topic per week for Maths revision.
Here’s the complete, chapter-wise JEE Main Mathematics syllabus for 2026, along with weightage trends to help you plan smarter for both sessions.
You can download the JEE Main Mathematics Syllabus 2026 PDF from the table below:
| Subject | Download PDF |
|---|---|
| JEE Main Mathematics Syllabus 2026 | Download PDF |
Related Links:
Key Summary
- Section B now has 5 compulsory numerical questions (previously 10 optional) with -1 negative marking. You can't skip tough topics anymore.
- Calculus, Coordinate Geometry, and Algebra make up 65-70% of the total marks. Check "Do or Die" topics to secure 68-78 marks and reach 95+ percentile.
- Only Mathematical Induction and Mathematical Reasoning were removed (5-6% reduction). All 23 core NCERT chapters remain the same.
- 30% of the paper now tests multi-concept integration (up from 22% in 2023). Deep understanding is what is required, and you need to practice pattern recognition in Integration and 3D Geometry.
- What's New in JEE Main Maths Syllabus 2026?
- Complete JEE Main Maths Syllabus 2026: Chapter-Wise Breakdown
- JEE Main Maths Syllabus 2026: Deleted Topics
- Do or Die Topics: 12 Chapters That Secure 95+ Percentile
- JEE Main Mathematics Preparation Tips 2026
- Best Books for JEE Main Mathematics 2026
- Importance of Mock Test for JEE Main 2026
- JEE Main Mathematics Syllabus 2026: FAQs
What's New in JEE Main Maths Syllabus 2026?
Before going into the chapters, let's discuss what changed in the JEE Main exam 2026
Major Pattern Changes:
- Section B now has 5 compulsory numerical questions (previously 10 optional, attempt any 5)
- Negative marking of -1 now applies to Section B (earlier, there was no negative marking)
- Increased focus on multi-concept problems (30% of paper vs 22% in 2023)
- Application-based questions up by 15% compared to previous years
Unlike Physics (where vectors were removed from Kinematics), the JEE Main Maths syllabus remains identical to 2025. All 23 chapters from NCERT Classes 11 and 12 are included.
2025 vs 2026 Quick Comparison
Ques. I heard vectors were removed from JEE Main 2026. Does this affect the Mathematics syllabus?
Ans. No. Vectors were removed only from the Physics Kinematics chapter. The JEE Main Maths syllabus still includes Vector Algebra as a complete chapter with 5-6% weightage (2 questions). Topics such as dot products, cross products, and scalar triple products remain fully testable.
Ques. How does the new Section B pattern change my Maths preparation strategy?
Ans. The shift from "attempt any 5 of 10" to "attempt all 5 compulsory" means you can't afford weak areas in high-weightage chapters. Previously, students could ignore 2-3 tough topics and still find 5 doable numericals. Now, coverage matters. Strategy: Achieve 70-75% accuracy across ALL major chapters rather than 90% mastery of just 12-15 chapters.
Complete JEE Main Maths Syllabus 2026: Chapter-Wise Breakdown
Let's go through all 23 chapters and figure out which ones you should spend most of your time on.
Unit 1: Algebra (7 Chapters: 25-27% Weightage)
| Chapter | Core Topics | Ques | Weightage | Priority |
|---|---|---|---|---|
| Sets, Relations, and Functions | Domain/Range, Composite functions | 1 | 3-4% | Medium |
| Complex Numbers | Modulus, Argument, De Moivre's Theorem | 1-2 | 4-5% | High |
| Quadratic Equations | Discriminant, Nature of roots | 1 | 3-4% | High |
| Matrices & Determinants | Inverse, Rank, System solving | 2 | 5-6% | High |
| Permutations & Combinations | Selection, Arrangement, Distribution | 1 | 3-4% | High |
| Binomial Theorem | Expansion, General term | 1 | 2-3% | Medium |
| Sequences & Series | AP, GP, Special sums | 1 | 3-4% | Medium |
Tip:
Complex Numbers Strategic Insight:
90% of students memorise De Moivre's theorem. 99 percentilers know WHEN to use it. Example:
Finding (1+i)^8?
Don't apply De Moivre's directly.
Recognize (1+i)² = 2i, then ((1+i)²)^4 = (2i)^4 = 16.
Time saved: 90 seconds.
Unit 2: Calculus (6 Chapters: 32-35% Weightage)
| Chapter | Core Topics | Ques | Weightage | Priority |
|---|---|---|---|---|
| Limits & Continuity | L'Hospital's rule, Sandwich theorem | 1-2 | 4-5% | High |
| Differentiation | Chain rule, Implicit, Parametric | 2 | 5-6% | CRITICAL |
| Application of Derivatives | Maxima/Minima, Tangent/Normal | 2 | 5-6% | CRITICAL |
| Indefinite Integration | Substitution, By parts, Partial fractions | 2 | 6-7% | CRITICAL |
| Definite Integration | Properties, Areas under curves | 2-3 | 7-8% | CRITICAL |
| Differential Equations | Variable separable, Linear DE | 1-2 | 4-5% | High |
Tip:
Why Integration Beats Differentiation?
You can score 8/9 marks in definite integration with pure pattern recognition. Master these 4 properties and you'll solve 60% of integration questions in under 90 seconds:
- King Property: ∫₀ᵃ f(x)dx = ∫₀ᵃ f(a-x)dx
- Even Function: ∫₋ₐᵃ f(x)dx = 2∫₀ᵃ f(x)dx
- Odd Function: ∫₋ₐᵃ f(x)dx = 0
- Double Interval: ∫₀^(2a) f(x)dx = 2∫₀ᵃ f(x)dx if f(2a-x) = f(x)
Differentiation requires conceptual depth, the chain rule in parametric equations with multiple variables. Integration rewards pattern memory.
Calculus ROI: 40% preparation time will help to secure 33-35% total marks = Best return on investment
Unit 3: Coordinate Geometry (5 Chapters: 18-20% Weightage)
| Chapter | Core Topics | Ques | Weightage | Priority |
|---|---|---|---|---|
| Straight Lines | Slope, Distance, Angle | 1 | 3-4% | High |
| Circles | Tangent, Normal, Chord | 1-2 | 4-5% | High |
| Parabola | Focus-Directrix, Tangent | 1 | 3-4% | CRITICAL |
| Ellipse | Eccentricity, Focal chord | 1 | 3-4% | CRITICAL |
| Hyperbola | Asymptotes, Conjugate | 1 | 3-4% | CRITICAL |
Tip:
The Conic Section Secret:
Don't memorise separate formulas for parabola, ellipse, and hyperbola. Understand ONE concept: Distance ratio from focus to directrix = eccentricity (e)
- Parabola: e = 1
- Ellipse: e < 1
- Hyperbola: e > 1
Master this, and you can derive any conic formula in 30 seconds during the exam.
Common Mistake: 73% of students can't identify which conic is being asked when given in general form (Ax² + Bxy + Cy² + Dx + Ey + F = 0). Practice converting general → standard form (30 problems minimum).
Unit 4: Vectors, 3D & Others (5 Chapters: 20-23% Weightage)
| Chapter | Core Topics | Ques | Weightage | Priority |
|---|---|---|---|---|
| Vectors | Dot/Cross product, Triple product | 2 | 5-6% | High |
| 3D Geometry | Line, Plane, Shortest distance | 2-3 | 6-7% | CRITICAL |
| Trigonometry | Identities, Equations, Inverse | 1-2 | 4-5% | High |
| Probability | Conditional, Bayes' theorem | 1-2 | 4-5% | High |
| Statistics | Mean, Variance, SD | 1 | 2-3% | Medium |
Tips:
3D Geometry Time-Saver:
70% of 3D questions test the same 5 formulas:
- Distance between two points
- Direction ratios/cosines
- Equation of a line (vector + Cartesian)
- Equation of a plane
- Shortest distance between skew lines
Master these with 50 practice problems = 5-6 marks secured. Skip advanced topics until Calculus is conquered.
Also Read: High Weightage Chapters for JEE Mains 2026 Maths
Ques. Which mathematics chapter should I start with if I'm beginning preparation in November?
Ans. Start with Definite Integration.
Reasons:
- Highest weightage (7-8%),
- Pattern-based, so quick improvement is visible,
- Builds confidence.
Week 1-2: Solve 150 integration problems focusing on properties. Once you hit 75% accuracy, move to Differentiation, then Application of Derivatives.
Save Coordinate Geometry for Week 3-4 when your problem-solving speed improves.
Ques. How many hours should I dedicate to Calculus vs other units?
Ans. Follow the 40-30-20-10 rule for initial preparation:
- 40% time to Calculus (32-35% marks)
- 30% time to Algebra (25-27% marks)
- 20% time to Coordinate Geometry (18-20% marks)
- 10% time to Vectors/3D/Others (20-23% marks)
In the last 15 days before the exam, flip it: 50% revision to weak areas, 30% to Calculus consolidation, 20% to mock analysis.
JEE Main Maths Syllabus 2026: Deleted Topics
The National Testing Agency (NTA) removed certain topics from the JEE Main Maths Syllabus in 2024, which remain excluded in 2026.
Here are the deleted chapters and topics:
Completely Removed Chapters
| S.No. | Removed Chapter | Impact |
|---|---|---|
| 1 | Mathematical Induction | Previously, 2-3% weightage, now zero questions |
| 2 | Mathematical Reasoning | Previously, 2-3% weightage, now zero questions |
Partially Reduced Topics
| Chapter | Removed Topics |
|---|---|
| Three-Dimensional Geometry | Some advanced plane intersection problems |
| Vectors | Minor reduction in proof-based questions |
Read More: Deleted Syllabus for JEE Mains 2026 Maths
Ques. How much has the JEE Main Maths syllabus been reduced compared to Physics and Chemistry?
Ans: Maths has only a 5-6% reduction (mainly Mathematical Induction and Reasoning), while Physics and Chemistry saw 15% cuts. The core 23 chapters remain the same.
Do or Die Topics: 12 Chapters That Secure 95+ Percentile
If you're not able to cover all 23 chapters in your preparation timeline, don't worry.
Focus on these 12 critical topics instead, and you can still achieve a 95+ percentile. Strategic preparation is what, required right now.
Critical Topics (Must Score 90%+ Accuracy)
| Topic | Weightage | Time to Master | Questions | Why Critical |
|---|---|---|---|---|
| Definite Integration | 7-8% | 15 days | 2-3 | Highest single-chapter weightage, pattern-based |
| 3D Geometry | 6-7% | 12 days | 2-3 | Predictable question types, formula-driven |
| Application of Derivatives | 5-6% | 10 days | 2 | Multi-concept application, high scoring |
| Indefinite Integration | 6-7% | 12 days | 2 | Foundation for definite integration |
| Differentiation | 5-6% | 10 days | 2 | Tests conceptual depth |
| Matrices & Determinants | 5-6% | 8 days | 2 | Appears in numerical questions |
| Vectors | 5-6% | 7 days | 2 | Formulaic, easy marks if practiced |
Combined Critical Block: 40-45 marks
High Priority Topics (Target 75-80% Accuracy)
| Topic | Weightage | Time to Master | Strategic Value |
|---|---|---|---|
| Conic Sections (all 3) | 9-12% | 15 days | Interconnected, learn together |
| Complex Numbers | 4-5% | 6 days | Appears in the numerical section |
| Probability | 4-5% | 8 days | Formula-based, predictable |
| Straight Lines & Circles | 7-9% | 10 days | Foundation for conics |
Combined High Priority: 28-33 marks
Total with 12 Topics: 68-78 marks = 95-97 percentile range
The 90-Second Rule: Exam Readiness Test
Set a timer. Can you solve these in 90 seconds each?
- ∫₀^π x·sin(x)dx using symmetry property
- Convert 3x² + 4y² - 6x + 8y - 5 = 0 to standard conic form
- Find the shortest distance between two skew lines (given equations)
- dy/dx when y = sin(ln(x²+1)) using chain rule
- |a×b| given vector components
- Solve the 2×2 system using Cramer's rule mentally
- P(A∩B) for independent events given P(A) and P(B)
If total time > 15 minutes: You need 2 more weeks of speed practice before full mocks.
Ques. I'm weak in Calculus but strong in Algebra. Should I skip Calculus and maximise Algebra?
Ans. Don't skip Calculus, it helps in Physics too and follows 6-7 patterns. Aim for 70% Calculus + 90% Algebra for a better percentile than skipping topics.
Ques. Can I crack 99 percentile by mastering just these 12 'Do or Die' topics?
Ans. Yes, these give 68-78 marks. Combined with Chemistry 90 and Physics 85, you reach 99 percentile. Still solve 30-40% medium-priority PYQs for safety.
Question Type Distribution (Based on 2023-2025 Pattern Analysis)
| Subject | Direct Formula (%) | Conceptual Understanding (%) | Multi-Concept Integration (%) | Numerical/Calculation (%) | Graph/Diagram Based (%) |
|---|---|---|---|---|---|
| Mathematics | 10% | 25% | 30% | 30% | 5% |
Also, check: Do PYQ repeat in JEE Main
Read More: JEE Main Mathematics Question Papers: Download Previous Year Question Papers with Answer Key PDFs
JEE Main Mathematics Preparation Tips 2026
Preparing for JEE Main Mathematics 2026 will become much easier when you focus on the most important chapters, practise regularly, and manage your time well. Here are some easy, expert-backed tips to help you prepare better:
Month-wise Preparation Strategy (November 2025 - January 2026)
| Month | Focus Area | Daily Study Hours | Target |
|---|---|---|---|
| November 2025 | Calculus (Differentiation, Integration) + 3D Geometry | 7-8 hours | Complete 4 high-weightage chapters |
| December 2025 | Coordinate Geometry (Conics) + Algebra (Matrices, Complex Numbers) | 7-8 hours | Complete remaining high-priority topics |
| January 2026 | Full syllabus revision + Mock tests | 6-7 hours | 20-25 full mocks + error analysis |
Also Check: Top 10 Android Apps for JEE Main 2026 Preparation
Best Books for JEE Main Mathematics 2026
| Book Name | Author/Publisher | Best For |
|---|---|---|
| NCERT Mathematics Class 11 & 12 | NCERT | Foundation building, theory |
| Cengage Mathematics (5 books) | G. Tewani | Chapter-wise practice, Level 1-3 problems |
| Problems in Mathematics for JEE Main & Advanced | Arihant | Practice problems, all difficulty levels |
| 41 Years' Chapterwise PYQs (2024-1984) | Disha Publication | Previous year pattern analysis |
| Objective Mathematics Vol 1 & 2 | R.D. Sharma | Conceptual problems, JEE level |
Maths NCERT Books for JEE Mains 2026
| Subject | Class | NCERT Book PDF | NCERT Solutions |
|---|---|---|---|
| Maths | 12 | Download NCERT Book | Check NCERT Solutions |
| Maths | 11 | Download NCERT Book | Check NCERT Solutions |
Also Check: Best Books JEE Mains Maths 2026
Importance of Mock Test for JEE Main 2026
JEE Main Mathematics Syllabus 2026: FAQs
Ques. Is the JEE Main Mathematics Syllabus 2026 the same as 2025?
Ans. Yes, the JEE Main Mathematics Syllabus 2026 is the same as 2025. NTA has made no additions or deletions to the mathematics syllabus. All 23 chapters from NCERT Class 11 and 12 remain included. However, the exam pattern has changed - Section B now has 5 compulsory numerical questions with negative marking.
Ques. Which chapter has the highest weightage in JEE Main Maths 2026?
Ans. Definite Integration has the highest single-chapter weightage of 7-8% (2-3 questions). However, if we consider units, Calculus (all 6 chapters combined) has the highest weightage of 32-35% (9-11 questions out of 30).
Ques. How many chapters are there in the JEE Main Mathematics Syllabus 2026?
Ans. The JEE Main Mathematics Syllabus 2026 consists of 23 chapters divided into 4 major units:
- Algebra: 7 chapters
- Calculus: 6 chapters
- Coordinate Geometry: 5 chapters
- Vectors, 3D & Others: 5 chapters
Ques. Is 12th Board and JEE Main Mathematics syllabus the same?
Ans. Yes, the JEE Main Mathematics syllabus is largely based on the CBSE Class 11 and 12 curriculum. However, JEE Main questions are more application-based and conceptually deeper than board exam questions. Board exams test theoretical knowledge, while JEE Main tests problem-solving ability.
Ques. Which topics are deleted from the JEE Main Maths Syllabus 2026?
Ans. The following topics have been removed from the JEE Main Maths Syllabus (since 2024):
- Mathematical Induction (complete chapter)
- Mathematical Reasoning (complete chapter)
- Some advanced topics from 3D Geometry
Total reduction: 5-6% syllabus, which is minimal compared to Physics (15% reduction).
Ques. Is NCERT enough for JEE Main Mathematics?
Ans. NCERT alone is NOT enough for JEE Main Mathematics. While NCERT provides an excellent conceptual foundation and covers the syllabus, JEE Main requires:
- 60-70% additional practice problems (Cengage/Arihant level)
- Previous year question papers (2020-2025)
- Application-based problem-solving skills
Strategy: NCERT (foundation) + Practice book (problem-solving) + PYQs (pattern recognition) = Success
Ques. How to score 100/100 in JEE Main Mathematics?
Ans. To score 100/100 in JEE Main Mathematics, follow this strategy:
- Master all 23 chapters with 90%+ chapter-wise accuracy
- Solve 100+ problems per chapter from practice books
- Complete all PYQs from 2020-2025 (solve twice)
- Take 25-30 full-length mock tests and analyse every mistake
- Revise formula sheets daily in the last 15 days
- Practice timed sectional tests to improve speed
Realistically, scoring 95-98/100 with zero silly mistakes is more achievable than a perfect 100.
Ques. Which is more difficult - JEE Main Maths or JEE Advanced Maths?
Ans. JEE Advanced Mathematics is 2-3x more difficult than JEE Main Mathematics:
- JEE Main: Tests breadth (all 23 chapters, moderate depth), pattern-based questions
- JEE Advanced: Tests depth (15-18 chapters, extreme depth), multi-concept integration, proof-based questions
If you score 85+ in JEE Main Maths, you have the foundation for JEE Advanced, but need 2-3 additional months of Advanced-specific preparation.
*The article might have information for the previous academic years, which will be updated soon subject to the notification issued by the University/College.
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