Top 10 Most Repeated Maths Topics for JEE Mains 2026 - High-Scoring Chapters

Top 10 Most Repeated Maths Topics for JEE Mains 2026 - High-Scoring Chapters

Shivani PooniaUpdated on 05 Sep 2025, 01:05 PM IST

Top 10 Most Repeated Topics In Maths For JEE Mains 2026 - The Joint Entrance Examination (JEE Main) is conducted by NTA twice every year (in the month of January and April). JEE Mains exam is conducted in a computer based mode in several designated exam centres all over India. Scoring good marks in this exam is a dream come true for engineering aspirants. Qualifying this exam is also important in order to appear for JEE advanced (required for admission into IITs). The JEE Mains score is taken seriously by all the engineering colleges over India and students can get a very good engineering college if their marks in this exam is good. JEE mains exam has three main subjects : Physics, Chemistry and Maths. Maths is mostly considered lengthy and time consuming so the preparation should be strategic. Students must keenly practice maths to strengthen the speed and accuracy to ace this exam. In this article, we will be delving into the top 10 most repeated topics in maths for JEE Mains. Since it is a mix of conceptual and formula driven questions, it will be very helpful to know the most important chapters for JEE mains maths 2026. Let’s initiate the preparation by diving into the JEE Mains exam details.

This Story also Contains

  1. Most Repeated Maths Topics for JEE Mains 2026
  2. Top 10 Most Important Chapters For JEE Mains Maths 2026
  3. JEE Mains Maths Weightage Chapter-Wise 2026 PDF
  4. Best Books for Top 10 Most Repeated Topics in Maths
  5. JEE Mains Exam Pattern 2026
Top 10 Most Repeated Maths Topics for JEE Mains 2026 - High-Scoring Chapters
Top 10 Most Repeated Maths Topics for JEE Mains 2026

Most Repeated Maths Topics for JEE Mains 2026

By now you already know how competitive and challenging the JEE Mains exam is. But don’t worry, every exam is crackable and there's someone who always tops the exam. The important thing to know is that strategy and smart preparation will get you to the top. Hence, in this section we will be looking at the top 10 most repeated topics in maths for JEE Mains 2026. We will be looking at the deeply researched and analyzed data of the last 10 years of JEE Mains (all slots included). Each topic in the below table is marked with how many questions were asked from it in the last 10 years. This data about most repeated maths topics for JEE Mains will help you recognize the high weighted topics needed to ace the exam.

Topic Name

Total Number of Questions

Linear Differential Equation

102

Area Bounded by Two Curves

79

Dispersion (Variance and Standard Deviation)

70

General Term of Binomial Expansion

59

Cramer’s law

56

Vector (or Cross) Product of Two Vectors

51

Maxima and Minima of a Function

48

Shortest Distance between Two Lines

40

Application Of Inequality In Definite Integration

39

Multiplication of two matrices

39

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JEE Main- Top 30 Most Repeated Questions & Topics

Liner Differential equation is by far the most important topic with 102 questions more than any other topic ever repeated! The second is Area bound by two curves with 79 questions. The important thing to note is that the most important topic is clearly visible here with a huge marginal gap therefore you must lay a lot of importance on strategizing which topics to master! As an extra piece of information, Sum of n terms of an AP and Quadratic Equation come in the list after the Multiplication of two matrices but couldn’t make it to the top 10 most repeated topics in maths for JEE Mains. However, they can’t be ignored either.

Let’s go through the questions from each of the top 10 most repeated topics in Maths for JEE mains:

1. Linear Differential Equation

If x=f(y) is the solution of the differential equation

(1+y2)+(x−2etan−1⁡y)dydx=0,y∈(−π2,π2)

with f(0)=1, then f(13) is equal to:

Option 1: eπ/4, Option 2: eπ/12, Option 3: eπ/3, Option 4: eπ/6

{Solution:}
dxdy+x1+y2=2etan−1⁡y1+y2 I.F. =etan−1⁡yxetan−1⁡y=∫2e2tan−1⁡y1+y2dy Puttan −1y=t,dy1+y2=dtxetan−1⁡y=∫2e2tdt=e2tan−1⁡y+cx=etan−1⁡y+ce−tan−1⁡y Since y=0,x=1⇒1=1+c⇒c=0 For y=13,x=eπ/6

2. Area Bounded by Two Curves

If the area of the larger portion bounded between the curves x2+y2=25 and y=|x−1| is 14(bπ+c),b,c∈N, then b+c is equal to ........

{Solution:}
A=25π−∫−3425−x2dx+12(4⋅4)+12(3⋅3)A=25π+252−[x225−x2+252sin−1⁡(x5)]−34A=75π4+12=14(75π+2)

Thus, b=75,c=2⇒b+c=77.

% ---------------------------
3. Dispersion (Variance and Standard Deviation)

Mean and Variance of1,3,a,7,b are 5 and 10 respectively. Find the variance of 2,5,a+3,11,b+5.

{Solution:}5=1+3+a+7+b5⇒a+b=141+9+a2+49+b25−25=10⇒a2+b2=116.$

So a=10,b=4. New data: 2,5,13,11,9.

VVar=4+25+169+121+815−64=80.2−64=16.2≈16.

Hence, option (4).

4. General Term of Binomial Expansion

If coefficients of x4,x5,x6 in (1+x)n are in A.P., then maxn is?

2(n5)=(n4)+(n6).

Solving:
2=5n−4+n−56⇒n2−21n+98=0,
n=14 or 7,nmax=14.

Hence, option (1).

% ---------------------------
5. Cramer’s law

Coefficient of x2/3 and x−2/5 in (x2/3+12x−2/5)9.

Tr+1=(9r)(x2/3)9−r(x−2/52)r.

For x2/3 exponent:
23(9−r)−25r=23⇒r=55.

Coefficient: (95)(12)5.

For x−2/5 exponent:
23(9−r)−25r=−25⇒r=6

Coefficient: (96)(12)6

Sum =214.

Hence, option (1).

% ---------------------------
6. Vector (or Cross) Product of Two Vectors

Given a→=i^+2j^−3k^,b→=2i^+j^−k^. Condition:a→×r→=a→×b→,a→⋅r→=0.

After solving:
r→=32i^+12k^,|r→|=94+14=10/2≠10.

So Statement (I) false.
Statement (II): cos⁡2A+cos⁡2B+cos⁡2C≥−32 is true.

Hence, option (2).

7. Maxima and Minima of a Function

Roots of 2x2+(cos⁡θ)x−1=0 are α,β. Required: α4+β4.

α4+β4=(α2+β2)2−2(αβ)2.α+β=−cos⁡θ2,αβ=−12.

So expression =(cos2⁡θ4+1)2−12.Max=1716,min=12.

16(M+m)=25.

Hence, option (2).

% ---------------------------
8. Shortest Distance between Two Lines

Between parabola y2=8x and circle x2+y2+12y+35=0.

CentreC=(0,−6), radius =1. Normal meets circle at P(2,−4).

CP−r=(2−0)2+(−4+6)2−1=8−1=22−1.

Hence, option (4).

9. Application Of Inequality In Definite Integration

∫0π/4cos2⁡xsin2⁡x(cos3⁡x+sin3⁡x)2dx

Divide numerator/denominator by cos⁡x:

=∫0π/4tan2⁡xsec2⁡x(1+tan3⁡x)2dx

Lett=1+tan3⁡x, then dt=3tan2⁡xsec2⁡xdx

=13∫12dtt2=16

Hence, option (3).

10. Multiplication of two matrices

A=[1+i1−i0].

A2=[i1+i1−i−i],A4=I.

So A4p+1=A.Valid n=1,5,9,…,97. Total 25 values.

Answer: 25.

We can say that we have a clear understanding of topics to prioritize and which ones have made it to the most repeated maths topics for JEE Mains. Now, lets strategize from a broader perspective and see the most important chapters for JEE mains maths 2026.

Top 10 Most Important Chapters For JEE Mains Maths 2026

After seeing the most repeated maths topics for JEE Mains, it’s time to dive into chapter! Our experts have curated a similar list for you, except this time we will list the most important chapters for JEE mains maths 2026. This list is created by Maths experts and will help you prioritize Maths chapters. The following table has the top 10 most important chapters for Maths JEE Mains on one side and the total number of questions on the other side (total questions asked in the last 10 years). This breakdown will give you clarity on the chapters that hold most marks and you can't miss them at all!

Chapter

Number of Questions

Vector Algebra

1561

Co-ordinate Geometry

410

Integral Calculus

300

Limit, Continuity and Differentiability

290

Three Dimensional Geometry

231

Matrices and Determinants

202

Complex Numbers and Quadratic Equations

200

Sets, Relations and Functions

191

Statistics and Probability

177

Sequence and Series

173

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While every chapter is significant, there are some chapters that will give you the boon for higher marks coverage as they have the most repeated questions (as per past data). Now, lets understand the weightage associated with each and every chapter.

JEE Mains Maths Weightage Chapter-Wise 2026 PDF

This table will help you understand the JEE Mains maths weightage chapter wise 2026 . The weightage is given in percentage and is according to all the question papers of JEE Mains 2025 (latest). We have also given how many questions from each chapter were difficult, easy or moderate so that you get extra insights for your preparation of JEE Mains 2026.

Chapter

Easy

Hard

Medium

Grand Total

Percentage

Co-ordinate geometry

6

10

26

42

16.80%

Integral Calculus

8

3

17

28

11.20%

Sets, Relations and Functions

4

3

13

20

8.00%

Limits And Derivatives

9

1

9

19

7.60%

Matrices and Determinants

4

4

11

19

7.60%

Sequence and series

6

1

12

19

7.60%

Complex numbers and quadratic equations

3

2

12

17

6.80%

Statistics and Probability

6

2

8

16

6.40%

Vector Algebra

3

2

9

14

5.60%

Three Dimensional Geometry

2


11

13

5.20%

Differential equations


2

10

12

4.80%

Permutations and combinations

6

1

5

12

4.80%

Trigonometry

3

1

7

11

4.40%

Binomial Theorem and its simple applications

2

1

5

8

3.20%

Grand Total

62

33

155

250

100.00%

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Now, let’s see some other resources and the best books for the preparation of JEE Mains maths 2026!

Best Books for Top 10 Most Repeated Topics in Maths

These are the best books to refer to for the preparation of JEE Mains 2026. For more insights, we have also given you the best uses and why it is recommended by experts.

Topic

Best Books

Best Use

Why It’s Recommended

Linear Differential Equation

Differential Calculus – Amit M Agarwal (Arihant); Problems in Calculus of One Variable – I.A. Maron

Concept clarity + advanced problem-solving

Covers theory systematically (Arihant) and Maron gives tough JEE-style practice.

Area Bounded by Two Curves

Integral Calculus – Amit M Agarwal (Arihant); Integral Calculus for JEE – G. Tewani (Cengage)

Application-based practice

Cengage builds step-by-step problem approach; Arihant balances theory + solved examples.

Dispersion (Variance and Standard Deviation)

Mathematics for Class 11 & 12 – R.D. Sharma; Objective Mathematics – R.D. Sharma

Strong basics + exam-level MCQs

Statistics is often NCERT-driven; Sharma’s problems directly match JEE style.

General Term of Binomial Expansion

Algebra – Dr. S.K. Goyal (Arihant); Problems in Algebra – V. Govorov et al.

Practice of tricky expansions

Goyal is exam-oriented, Govorov adds depth and challenging questions.

Cramer’s Law

Matrices and Determinants – Amit M Agarwal (Arihant); Higher Algebra – Hall & Knight

Direct formula-based applications

Arihant simplifies for JEE; Hall & Knight builds classical algebra foundation.

Vector (Cross Product of Two Vectors)

Vectors & 3D Geometry – Amit M Agarwal (Arihant); Mathematics for JEE Advanced – G. Tewani (Cengage)

Concept strengthening + 3D applications

Excellent mix of theory, solved problems, and geometry-based vector visualization.

Maxima and Minima of a Function

Differential Calculus – Amit M Agarwal (Arihant); Problems in Calculus of One Variable – I.A. Maron

Problem-solving drills

Arihant explains approaches; Maron tests problem-solving speed and accuracy.

Shortest Distance between Two Lines

Vectors & 3D Geometry – Amit M Agarwal (Arihant); Coordinate Geometry – S.L. Loney

Application of 3D concepts

Arihant makes formulas exam-ready, Loney strengthens fundamentals and derivations.

Definite Integration

Integral Calculus – Amit M Agarwal (Arihant); Problems in Calculus of One Variable – I.A. Maron

Mastery of standard results

Arihant gives shortcut formulas, Maron helps with tough definite integrals.

Multiplication of Two Matrices

Matrices and Determinants – Amit M Agarwal (Arihant); Higher Algebra – Hall & Knight

Speed + accuracy in matrix problems

Arihant is concise for JEE; Hall & Knight is deep and concept-rich.

JEE Main Syllabus: Subjects & Chapters
Select your preferred subject to view the chapters

JEE Mains Exam Pattern 2026

Before getting started with the most repeated maths topics for JEE Mains, it is important to understand the JEE Mains exam pattern. This will help you to not only have a general knowledge about the exam but also strategize for the exam:

Particulars

Details

Conducting Body

National Testing Agency (NTA)

Exam Level

National-level entrance exam

Purpose

Admission to NITs, IIITs, CFTIs, and qualifying for JEE Advanced

Mode of Exam

Computer-Based Test (CBT)

Sessions

Twice a year (January & April)

Papers

Paper 1: B.E./B.Tech.

Paper 2A: B.Arch.

Paper 2B: B.Planning

Subjects

Paper 1: Physics, Chemistry, Math

Paper 2A: Mathematics, Aptitude, Drawing

Paper 2B: Mathematics, Aptitude, Planning

Question Types

MCQs + Numerical Value Questions

Total Questions (Paper 1)

75 questions (25 each from Physics, Chemistry, Mathematics) – Attempt all 75

Total Marks (Paper 1)

300 marks

Marking Scheme

+4 for correct, -1 for incorrect (MCQs)

Duration

3 hours (4 hours for candidates with benchmark disabilities)

Languages

13 languages including English, Hindi, and regional languages

Exam Frequency

Conducted twice annually; best score considered for ranking

Eligibility

Passed Class 12 or equivalent with Physics, Chemistry & Mathematics (for B.Tech)

Frequently Asked Questions (FAQs)

Q: What is the best way to prepare for the top 10 Mathematics chapters?
A:

First, master the fundamental concepts, then practice a variety of solved examples and previous years’ questions. Consistent problem-solving and revision are key to scoring well.

Q: Which Mathematics chapters usually carry the highest weightage?
A:

Vector Algebra, Co-ordinate Geometry, Integral Calculus, and Three Dimensional Geometry generally carry significant weightage in competitive exams.

Q: Do I need to focus only on the top 10 chapters in Mathematics?
A:

No, while the top 10 chapters provide maximum weightage and higher chances of scoring, you should not ignore the remaining syllabus since competitive exams often include mixed-difficulty questions.

Q: How are the top 10 Mathematics chapters selected?
A:

They are chosen based on chapter-wise question frequency in past exam papers, the official syllabus weightage, and their importance in building problem-solving skills.

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Questions related to JEE Main

On Question asked by student community

Have a question related to JEE Main ?

As of now, the official chapter-wise weightage for JEE Main 2026 has not been released by the National Testing Agency (NTA). However, based on previous years' data, we can anticipate that the weightage distribution across Physics, Chemistry, and Mathematics will remain relatively consistent. For instance, in JEE Main 2025, key topics such as Modern Physics, Thermodynamics, and Organic Chemistry held significant weightage. It's advisable to focus on these high-weightage chapters while also covering the entire syllabus to ensure comprehensive preparation. Once the official weightage for JEE Main 2026 is published, it will provide more precise guidance for targeted study.

Hello,

With a 20,000 rank in JEE Main and Maharashtra domicile, you might get into some NITs and IIITs in branches like computer science, mechanical, or civil engineering. Some good options like

  • IIIT Nagpur
  • IIIT Kancheepuram
  • IIIT Pune
  • NIT Surat
  • Some GFTIs

I hope it will clear your query!!

Hello aspirant,

Students have access to all of the JEE Main Question Papers along with their solutions.  The official question papers are released by NTA following the exam.  Here are the answers of past year's question papers as well, which aid in verifying whether or not the responses are accurate.

To get the question paper and solutions, you can visit our site through following link:

https://engineering.careers360.com/articles/jee-main-question-papers

Thank you

Hello dear candidate,

With 150-170 marks, your percentile will be around 96-98%ile in JEE Main exams you have high chances of getting colleges such as:-

  • mid-tier NITs
  • Newer NITs
  • Many IITs
  • BIT Mesra off campus and other GFTIs
  • strong sate level colleges

for more details you can visit the link given below:-

https://engineering.careers360.com/articles/jee-main-cutoff-marks-and-ranks-faqs

Hello Arpit Prajapati,

JEE Main syllabus is available on Careers360 for you to download. You can check and download the JEE Main syllabus using following link. You can also find previous year questions using the second link.

Hope it helps!

https://engineering.careers360.com/articles/jee-main-syllabus-2026 https://engineering.careers360.com/articles/jee-main-question-papers