CUET Mathematics Syllabus 2026 PDF [Section Wise]: Download Detailed Maths Syllabus

CUET Mathematics Syllabus 2026 PDF [Section Wise]: Download Detailed Maths Syllabus

Vishwas GariaUpdated on 16 Oct 2025, 04:09 PM IST

CUET Mathematics Syllabus 2026: To score good marks in the CUET 2026 Mathematics, students are advised to cover the official CUET 2026 Mathematics Syllabus which makes the students exam-ready. The CUET 2026 maths syllabus is divided into 2 Sections. Section A and Section B. Section B is further divided into B1 and B2, which can be found in the article below.

This Story also Contains

  1. CUET Mathematics Syllabus 2026 - Unit-Wise
  2. CUET Mathematics Syllabus 2026
  3. CUET Mathematics Exam Pattern 2026
  4. CUET Mathematics Eligibility Criteria 2026
  5. Best Books for CUET 2026 Mathematics Exam
  6. CUET Mathematics Preparation Tips
CUET Mathematics Syllabus 2026 PDF [Section Wise]: Download Detailed Maths Syllabus
CUET Maths Syllabus 2025

The CUET 2026 syllabus will help the applicants in getting ready for the mathematics exam. The CUET syllabus for maths students is divided into two divisions. Section A covers algebra, calculus, differential equations, integration and its applications, and other subjects. Before beginning the applied maths CUET syllabus preparation process, it is important that you become familiar with the entire CUET syllabus.

CUET Mathematics Syllabus 2026 - Unit-Wise

Aspirants appearing for the CUET 2026 can check the CUET mathematics detailed syllabus below, as it will help them to prepare accordingly and effectively for the CUET 2026 Mathematics. In the list below, we have provided the unit-wise detailed syllabus for CUET 2026 Mathematics.

Section A

  • Unit I: Algebra
  • Unit II: Calculus
  • Unit III: Integration and Its Applications
  • Unit IV: Differential Equations
  • UNIT V: Linear Programming.
  • Unit VI: Probability.
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Section B

  • Unit I: Numbers, Quantity, and Numerical Applications.
  • Unit II: Algebra.
  • Unit III: Linear Programming
  • Unit IV: Probability
  • Unit V: Linear Programming
  • Unit VI: Vectors and Three-Dimensional Geometry
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CUET Mathematics Syllabus 2026

The CUET 2026 Mathematics syllabus is mainly derived from the Class 12th Mathematics. You can find the detailed topic-wise syllabus for both sections of CUET Mathematics in the tables below.

CUET Mathematics Syllabus 2026 - Section A

For Section A of the CUET 2026 Mathematics syllabus, refer to the table below, which contains Section A's detailed topic-wise syllabus.

Sno.

Unit

Topic

1.

Algebra

  • Matrices and types of matrices

  • Equality of Matrices

  • Algebra of Matrices

  • Determinants

  • Inverse of a Matrix

2.

Calculus

  • Higher order derivatives

  • Tangents and Normals

  • Increasing and Decreasing Functions

  • Maxima and Minima

3.

Integration and its applications

  • Indefinite integrals of simple functions

  • Evaluation of indefinite integrals

  • Definite Integrals

  • Application of Integration

4.

Differential Equations

  • Order and degree of differential equations

  • Formulating and solving differential equations

5.

Probability

  • Random variables and their probability distribution

  • Expected value of a random variable

  • Variance and standard deviation

  • Binomial Distribution

6.

Linear Programming

  • Mathematical formulation of the Linear Programming Problem

  • Graphical method of solution for problems in two variables

  • Feasible and infeasible regions

  • Optimal feasible solution

CUET Mathematics Syllabus 2026 - Section B1

For Section B1 of the CUET 2026 Mathematics syllabus, refer to the table below, which contains Section B1's detailed topic-wise syllabus.

Sno.

Unit

Topic

1.

Relations and Functions

  • Relations and Functions

  • Inverse Trigonometric Functions

2.

Algebra

  • Matrices

  • Determinants

3.

Calculus

  • Continuity and Differentiability

  • Applications of Derivatives

  • Integrals

  • Applications of the Integrals

  • Differential Equations

4.

Vectors and 3D Geometry

  • Vectors

  • Three-dimensional Geometry

5.

Linear Programming


6.

Probability


CUET Mathematics Syllabus 2026 - Section B2

For Section B2 of the CUET 2026 Mathematics syllabus, refer to the table below, which contains Section B2's detailed topic-wise syllabus.

Sno.

Unit

Topic

1.

Numbers, Quantification, and Numerical Applications

  • Modulo Arithmetic

  • Congruence Modulo

  • Allegation and Mixture

  • Numerical Problems

  • Boats and Streams, etc

2.

Algebra

  • Matrices and types of matrices

  • Equality of matrices

3.

Calculus

  • Higher Order Derivatives

  • Marginal Cost and Marginal Revenue using derivatives

  • Maxima and Minima

4.

Probability DIstribution

  • Probability Distribution

  • Mathematical Expectation

  • Variance

5.

Index Numbers and Time-Based Data

  • Index Numbers

  • Construction of Index Numbers

  • Test of Adequacy

  • Time Series

  • Components of Time Series

  • Time Series analysis for univariate data

  • Population and Sample

  • Parameters and Statistics, and Statistical Interferences

6.

Financial Mathematics

  • Perpetuity, Sinking Funds

  • Valuation of Bonds

  • Calculation of EMI, etc.

7.

Linear Programming

  • Introduction and related terminology

  • Mathematical formulation

  • Different types of Linear Programming Problems, etc.

CUET Mathematics Exam Pattern 2026

It is very important for the aspirants to have a brief look at the CUET 2026 exam pattern.

  • Section A comprises 15 questions. All questions need to be answered.

  • The exam will include problems from both mathematics and applied mathematics.

  • Section B has two parts, B1 and B2.

  • Section B1 will consist of 35 questions covering mathematics. It will be necessary for candidates to respond to 25 questions.

  • Section B2 will consist of 35 questions. The Department of Applied Mathematics will provide these. It will be necessary for candidates to respond to 25 questions.

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Check the CUET 2026 Syllabus for all Subjects

CUET Mathematics Eligibility Criteria 2026

Before applying for the CUET Mathematics 2026, students should review the eligibility criteria of CUET Mathematics 2026.

  • The candidate needs to have passed the Class 12th exam or an equivalent from an accredited university or board.

  • The requirements for each university's minimum percentage of Class 12 marks differ for candidates in all categories.

  • Certain universities have age restrictions on their student body. The candidate can verify the eligibility requirements on the official website.

  • There are also certain eligibility requirements for subjects in the 12th grade. These eligibility requirements will be determined by the university and the course for which you are applying.

Best Books for CUET 2026 Mathematics Exam

Candidates need to choose the best CUET study materials based on the newest formats and trends in order to score well. They will require the right resources and assistance to cover every topic on the CUET 2026 mathematics syllabus. Class 11th and Class 12th NCERT books will help students a lot to cover almost every topic of CUET Mathematics 2026.

CUET Mathematics Preparation Tips

We have mentioned some of the preparation tips that can help students score good marks in their CUET 2026 Mathematics examination.

  • Select credible study aids, books, and internet resources.

  • Make a study schedule that allows specific time for every subject.

  • When studying, take brief notes to facilitate speedy review for the CUET exam.

  • Complete the CUET previous year question papers and practice exams.

  • Take full-length CUET practice exams regularly.

  • Concentrate on understanding the basic ideas.

  • Keep up on current trends and advancements in mathematics.

  • Keep up a balanced lifestyle by getting enough rest, exercise, and downtime.

  • On exam day, maintain a cheerful attitude, cultivate awareness, and gain confidence.

Frequently Asked Questions (FAQs)

Q: What topics are included in section A of the CUET Mathematics syllabus 2026?
A:

Section A covers algebra, calculus, integration and its applications, differential equations, linear programming, and probability.

Q: How is Section B of the CUET Mathematics syllabus 2026 organised?
A:

Section B of CUET maths level is divided into B1 and B2, including topics like numbers, quantity, numerical applications, vectors, three dimensional geometry, and financial mathematics.

Q: Where can I download the CUET mathematics syllabus 2026 PDF?
A:

The CUET 2026 mathematics syllabus PDF is available on the official NTA website at exams.nta.ac.in/CUET-UG.

Q: What is the exam pattern for CUET Mathematics 2026?
A:

CUET Mathematics 2026 includes 15 mandatory questions in Section A, and 35 questions each in sections B1 and B2, with candidates required to answer 25 questions from each subsection.

Q: Is there maths in CUET?
A:

Yes, students can appear for mathematics by practising the applied maths CUET syllabus 2026.

Q: What is the syllabus of CUET Maths 2026?
A:

The CUET 2026 maths syllabus consists topics like Algebra, Calculus, Integration and its Applications, Differential Equations are some of the topics of CUET UG mathematics syllabus.

Q: Which Maths is required for CUET?
A:

Candidates appearing for the CUET exam can appear for either mathematics or applied mathematics.

Q: What are the eligibility criteria for CUET Mathematics 2025?
A:

Candidates must have passed Class 12 or equivalent from an accredited board, with specific percentage requirements varying by university and course. 

Q: What is the syllabus for CUET maths?
A:

The CUET BSc maths syllabus covers a wide range of topics including algebra, calculus, geometry, statistics, and more. It assesses candidates' mathematical aptitude and problem-solving skills.

Q: Should I consider NCERT books when I study for the CUET Math test?
A:

Candidates do really need to study the CUET exam books. Candidates can examine a number of books to improve their level of preparation.

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Questions related to CUET UG

On Question asked by student community

Have a question related to CUET UG ?

Hello,

Delhi University (DU) offers various engineering courses under its Department of Technology.

Admission to these courses is primarily based on the Joint Entrance Examination (JEE) Main scores. However, some courses may also consider CUET (Common University Entrance Test) scores for admission.

The exact number of seats filled through CUET scores can vary each year and are not publicly disclosed.

Hope it helps !

Admissions for CUET aren't solely based on 2 Non-Med Percentage along with JEE Mains percentile. The eligibility criteria for CUET require students to have scored at least 50% marks in their Class 12th exam for general candidates and 45% for reserved categories.


Additionally, CUET has its own exam pattern, which includes multiple-choice questions divided into three sections:

- Section 1: Language proficiency(English/Hindi/regional languages)

- Section 2: Domain-specific subjects

- Section 3: General Aptitude


It's also important to note that while JEE Mains is a separate entrance exam, some universities may consider both CUET and JEE Mains scores for admission to certain programs. However, the specific admission criteria may vary depending on the university and course.


To confirm the admission criteria for your desired course, I recommend checking the official websites of the participating universities or contacting them directly.

Yes, if the CUET UG application form does not ask for the 10th marksheet upload and only requires a photograph and signature, your application should still be considered valid. Since you are currently appearing for the 12th exams, the system may not require additional documents at this stage. However, double-check the official guidelines or contact CUET support to confirm.

A PG (Postgraduate) degree in Forensic Science, specifically an M.Sc. in Forensic Science, is a two-year program that provides specialized knowledge and skills in the scientific analysis and application of techniques for collecting and analyzing evidence to solve crimes.

You can refer to following link for the paper

CUET forensic science question paper

GOOD luck!!