Abhishek
Abhishek Dhawan
Deputy Manager - MBA & BBA Content
Updated on Oct 1, 2026 17:48 IST
The National Testing Agency will administer the CUET exam for UG admissions in the month of May. Candidates aspiring for Maths related courses have to select Mathematics as their domain subject while filling CUET application form. Candidates preparing for the CUET Maths exam must familiarise themselves with the important topics & weighatge.

NTA conducts CUET for all domain subjects, including Math. Candidates aspiring for courses based on CUET Maths can check the important topics and question weightage for CUET Mathematics preparation.

CUET Maths Important Topics & Weightage

CUET Maths Important Topics and Chapter Wise Weightage

CUET Maths Important Topics and Weightage: The National Testing Agency will administer CUET 2027 exam for UG admissions across the country. Admission to several courses like BSc, BTech, BA (Mathematics), among others requires candidates to choose Math as a mandatory domain subject at some colleges or universities. Preparing for the CUET Math section becomes easier when candidates know the test structure, syllabus and CUET Math important topics with weightage. Therefore, such candidates must include Maths important topics in their CUET preparation plan. Additionally, analysing CUET Maths question papers provides a clear picture of important topics and weightage. This article highlights CUET Maths important topics and weightage based on previous years. CUET 2027 will be conducted in Computer Based Test mode.

Table of contents
  • CUET Maths Important Topics
  • CUET Maths Exam Pattern 2027
  • CUET Maths Syllabus 2027
  • CUET Subjects: Syllabus and Question Paper
  • CUET Maths Preparation Tips

CUET Maths Important Topics

Check unit-wise important topics and question weightage for the CUET Maths exam below:

Name of the Unit

CUET Maths Important Topics

CUET Maths Question Weightage

Algebra

  • Matrices and types of Matrices
  • Determinants
  • Inverse of a Matrix

2 - 3

Integration and its Applications

  • Indefinite integrals of simple functions
  • Definite Integrals

3 - 4

Calculus

3 - 4

Probability Distributions

  • Random variables and their probability distribution
  • Variance and Standard Deviation of a random variable
  • Binomial Distribution

2 - 3

Differential Equations

  • Order and degree of differential equations
  • Formulating and solving differential equations with variable separable

2 - 3

Relations and Functions

4 - 5

Linear Programming

  • Mathematical formulation of LPP
  • Graphical method of solution for problems in two variables
  • Feasible and infeasible regions

2 - 3

Vectors

  • Vectors and scalars
  • Components of a vector
  • Vector(cross) product of vectors
  • Scalar triple product

3 - 4

Integrals

3 - 4

Probability

  • Multiplication theorem on probability
  • Conditional probability
  • Bayes ’ theorem

2 - 3

3D Geometry

  • Direction cosines/ratios of a line joining two points
  • Cartesian and vector equation of a line

3 - 4

Numbers, Quantification and Numerical Applications

  • Modulo Arithmetic
  • Congruence Modulo
  • Allegation and Mixture
  • Numerical Problems
  • Boats and Streams
  • Pipes and Cisterns
  • Races and Games

3 - 4

Also Read: CUET Chapter Wise Weightage

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Application • Information Bulletin • Syllabus & Pattern • Participating Colleges

CUET Maths Exam Pattern 2027

Before starting preparation for CUET UG exam, candidates must do a deep dive into the test pattern. Irrespective of the domain subject, the CUET UG pattern will remain the same. Check CUET Mathematics exam pattern below.

Features

Details

Number of questions

50 (compulsory)

Type of questions

Multiple Choice Question (MCQ)

CUET Maths exam duration

60 minutes

CUET marking scheme

+5 for each correct answer

-1 for each incorrect answer

Also Read: CUET exam pattern 2027

Q&A Icon
Commonly asked questions
Q:   What type of questions are asked in the CUET exam?
A: 

The CUET questions are objective in nature and carries four options also known as MCQs. Candidates will have to choose the correct answer option and click on it with the help of a mouse. Since CUET UG  exam will be conducted in CBT mode, test-takers will be able to mark only one answer option. 

Q:   From where can I download CUET sample papers?
A: 

Common University Entrance Test (CUET) sample papers are released by the conducting body, National Testing Agency (NTA). To download the CUET question papers follow the steps below:

  1. Go to- CUET Question Paper
  2. Select CUET subject to download the question paper for
  3. Click on the tab download
  4. Create the login details for new registrations
  5. Link to download the CUET question paper will be sent on the registered email ID
  6. Click on the link provided and save the PDF.
Q:   Which subjects have been removed in CUET UG?
A: 

UGC has announced the deletion of 26 subjects from CUET UG 2025 onwards. CUET UG 20 foreign languages and six domain subjects have been removed. Check the list below to know the name of the subjects:

  • Foreign Languages (French, Spanish, German, Nepali, Persian, Italian, Arabic, Sindhi, Kashmiri, Konkani, Bodo, Dogri, Maithili, Manipuri, Santhali, Sanskrit, Tibetan, Japanese, Russian, Chinese)
  • Domain Subjetcs (Entrepreneurship, Teaching Aptitude, Fashion Studies, Tourism, Legal Studies, Engineering Graphics)
Q:   How many questions are there in the language section of CUET UG?
A: 

CUET UG Language section will include 50 questions. Candidates must attempt all questions. There will be no optional questions.

The language section will check candidate's reading comprehension based on different types of passages. This section will also include questions from grammar. To prepare for the CUET UG language section, candidates must solve previous year question papers and mock tests to become familiar with the type of questions asked in the exam. 

CUET Maths Syllabus 2027

CUET Mathematics syllabus is divided into two sections; Section A Section B. Section B of CUET Maths syllabus is further divided into B1 and B2. The table below mentions the CUET Maths syllabus for section A, and section B:

Unit under CUET Mathematics Syllabus

Topics under CUET Maths Syllabus

Section A

Unit I: Algebra

  • Matrices and types of Matrices
  • Equality of Matrices, transpose of a Matrix, Symmetric and Skew Symmetric Matrix
  • Algebra of Matrices
  • Determinants
  • Inverse of a Matrix
  • Solving of simultaneous equations using Matrix Method

Unit II: Calculus

  • Higher Order Derivatives (upto second order)
  • Increasing and Decreasing Functions
  • Maxima and Minima

Unit III: Integration and its Applications

  • Indefinite integrals of simple functions
  • Evaluation of indefinite integrals
  • Definite Integrals
  • Application of Integration as area under the curve

Unit IV: Differential Equations

  • Order and Degree of Differential Equations
  • Solving of Differential Equations with Variable Separable

Unit V: Probability Distributions

  • Simple Probability

Unit VI: Linear Programming

  • Graphical Method of Solution for Problems in Two Variables
  • Feasible and Infeasible Regions
  • Optimal Feasible Solution

Section B (1)

Unit I: Relations And Functions

  • Types of relations: Reflexive, symmetric, transitive and equivalence relations. One to one and onto functions.
  • Inverse Trigonometric Functions: Definition, range, domain, principal value branches. Graphs of inverse trigonometric functions.

Unit II: Algebra

  • Matrices
    • Concept, notation, order, equality, types of matrices, zero matrix, transpose of a matrix, symmetric and skew symmetric matrices.
    • Operations on matrices: Addition, multiplication and multiplication with a scalar. Simple properties of addition, multiplication and scalar multiplication.
    • Non-commutativity of multiplication of matrices and existence of non-zero matrices whose product isthe zero matrix (restrict to square matrices of order 2).
    • Invertible matrices and proof of the uniqueness of inverse, if it exists; (Here all matrices will have real entries).
  • Determinants
    • Determinant of a square matrix (upto 3×3 matrices), minors, co-factors and applications of determinants in finding the area of a triangle.
    • Adjoint and inverse of a square matrix.
    • Consistency, inconsistency and number of solutions of system of linear equations by examples
    • Solving system of linear equations in two or three variables (having unique solution) using inverse of a matrix.

Unit III: Calculus

Unit IV: Vectors and Three Dimensional Geometry

Unit V: Linear Programming

Introduction, related terminology such as constraints, objective function, optimization, graphical method of solution for problems in two variables, feasible and infeasible regions (bounded or unbounded), feasible and infeasible solutions, optimal feasible solutions (up to three non-trivial constraints).

Unit VI: Probability

  • Conditional probability, Multiplications theorem on probability, independent events, total probability, Baye’s theorem.
  • Random variable

Section B (2)

Unit I: Numbers, Quantification and Numerical Applications

  • Modulo Arithmetic
    • Define Modulus of an Integer
    • Apply Arithmetic Operations using Modular Arithmetic Rules
  • Congruence Modulo
    • Define Congruence Modulo
    • Apply the definition in various problems
  • Allegation and Mixture
    • Understand the rule of allegation to produce a mixture at a given price
    • Determine the mean price of a mixture
    • Apply rule of allegation
  • Numerical Problems - Solve real life problems mathematically
  • Boats and Streams
    • Distinguish between upstream and downstream
    • Express the problem in the form of an equation
  • Pipes and Cisterns - Determine the time taken by two or more pipes to fill or empty the tank
  • Races and Games - Compare the performance of two players w.r.t. time, distance
  • Numerical Inequalities
    • Describe the basic concepts of numerical inequalities
    • Understand and write numerical inequalities

UNIT II: Algebra

  • Matrices and types of matrices
  • Equality of matrices, Transpose of a matrix, Symmetric and Skew-symmetric matrix
    • Determine equality of two matrices
    • Write transpose of given matrix
    • Define symmetric and skew symmetric matrix
  • Algebra of Matrices
    • Perform operations like addition & subtraction on matrices of same order
    • Perform multiplication of two matrices of appropriate order
    • Perform the multiplication of a scalar with matrix
  • Determinant of Matrices

    • Determinant of a square matrix
    • Use elementary properties of determinants
    • Singular matrix, Non-singular matrix
    • |AB|=|A||B|
    • Simple problems to find determinant value
  • Inverse of a Matrix
    • Define the inverse of a square matrix
    • Apply properties of inverse of matrices
    • Inverse of a matrix using cofactors

UNIT III: Calculus

  • Higher Order Derivatives
  • Application of Derivatives

  • Marginal Cost and Marginal Revenue using derivatives

  • Increasing/Decreasing Functions

  • Maxima and Minima
  • Integration

  • Indefinite integrals as family of curves

  • Definite Integral as area under the curve

  • Application of Integration

  • Differential Equations

UNIT IV: Probability And Distributions

  • Probability Distribution
  • Mathematical Expectation
  • Variance
  • Binomial Distribution

  • Poisson Distribution

  • Normal Distribution

UNIT V: Time Based Data

  • Time Series

  • Components of Time Series

  • Time Series Analysis for Univariate Data

  • Secular Trend

  • Methods of Measuring trend

UNIT VI: Inefrential Statistics

  • Population and Sample
  • Parameter and Statistics and Statistical Interferences
  • t-Test (one sample t-test for a small group sample)

UNIT VII: Financial Mathematics

  • Perpetuity, Sinking Funds
  • Calculation of EMI
  • Calculation of Returns, Nominal Rate of Return

  • CAGR
  • Linear method of Depreciation
  • Valuation of bonds

UNIT VIII: Linear Programming

  • Introduction and related terminology
  • Mathematical formulation of Linear Programming Problem
  • Different types of Linear Programming Problems
  • Graphical Method of Solution for problems in two Variables
  • Feasible and Infeasible Regions

  • Feasible and infeasible solutions, optimal feasible solution

Also Read: CUET Syllabus 2027

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Q&A Icon
Commonly asked questions
Q:   What is the CUET marking scheme?
A: 

NTA prescribes the CUET UG marking scheme. Check below to know the CUET UG marking scheme:

  • Correct answer or the most appropriate answer: Five marks (+5)
  • Any incorrect option marked will be given minus one mark (-1).
  • Unanswered/Marked for Review will be given no mark (0).
  • If more than one option is found to be correct then Five marks (+5) will be awarded to only those who have marked any of the correct options.
  • If all options are found to be correct then Five marks (+5) will be awarded to all those who have attempted the question.
  • If none of the options is found correct or a question is found to be wrong or a question is dropped, then all candidates who have attempted the dropped question will be given five marks (+5) marks.
Q:   Is it compulsory to attempt all the sections of the CUET question paper?
A: 

CUET UG question paper for each subject will consist of 50 questions. Candidates will be required to attempt all questions and no optional questions will be provided. In CUET UG, there are 37 subjects: 13 languages, 23 domain subjects and general tests. While filling the CUET application form, candidates can select up to five CUET subjects aligning with the subjects studied in class 12th and course requirements.

Candidates must attempt all the questions of the subjects selected. However, candidates must keep in mind the negative marking and select the options carefully.

Q:   Why should I practice with CUET question papers from previous years?
A: 

Practicing with CUET UG (Common University Entrance Test) question papers from previous years offers following benefits:

  1. Helps in knowing format, structure, and types of questions.

  2. Student can know repeated question types.

  3. Help students know weak and strong sections

  4. Helps in developing important skills.

  5. Regularly solving CUET question papers improves problem-solving skills and speed.

Q:   How to get CUET UG previous year question paper?
A: 

To download the CUET UG previous year question papers for all subjects, candidates must visit the link provided below:

CUET Question Paper 2022-2025

Candidates can access the subject-wise CUET UG question papers for past four years.

CUET Subjects: Syllabus and Question Paper

Check CUET domain subjects along with their question paper and syllabus PDF below:

Subjects

CUET Syllabus

CUET Question Paper

English

CUET English Syllabus

CUET English Question Paper

Biology

CUET Biology Syllabus

CUET Biology Question Paper

Accountancy/ Book Keeping

CUET Accountancy Syllabus

CUET Accountancy Question Paper

Business Studies

CUET Business Studies Syllabus

CUET Business Studies Question Paper

Chemistry

CUET Biology Syllabus

CUET Biology Question Paper

Computer Science/ Informatics Practices

CUET Computer Science Syllabus

CUET Computer Science Question Paper

Engineering Graphics

CUET Engineering Graphics Syllabus

CUET Engineering Graphics Question Paper

Entrepreneurship

CUET Entrepreneurship Syllabus

CUET Entrepreneurship Question Paper

Geography/Geology

CUET Geography Syllabus

CUET Geography Question Paper

Home Science

CUET Home Science Syllabus

CUET Home Science Question Paper

Knowledge Tradition and Practices of India

CUET Knowledge Tradition and Practices of India Syllabus

CUET Knowledge Tradition and Practices of India Question Paper

Legal Studies

CUET Legal Studies Syllabus

CUET Legal Studies Question Paper

Environmental Science

CUET Environmental Science Syllabus

CUET Environmental Science Question Paper

Physical Education/ NCC /Yoga

CUET Physical Education Syllabus

CUET Physical Education Paper

Physics

CUET Physics Syllabus

CUET Physics Question Paper

Political Science

CUET Political Science Syllabus

CUET Political Science Question Paper

Psychology

CUET Psychology Syllabus

CUET Psychology Question Paper

Sociology

CUET Sociology Syllabus

CUET Sociology Question Paper

Teaching Aptitude

CUET Teaching Aptitude Syllabus

CUET Teaching Aptitude Question Paper

Agriculture

CUET Agriculture Syllabus

CUET Agriculture Question Paper

Mass Media/ Mass Communication

CUET Mass Media/ Mass Communication Syllabus

CUET Mass Media/ Mass Communication Question Paper

Anthropology

CUET Anthropology Syllabus

CUET Anthropology Question Paper

Fine Arts/ Visual Arts (Sculpture/ Painting)/Commercial Arts

CUET Fine Arts Syllabus

CUET Fine Arts Question Paper

Performing Arts

CUET Performing Arts Syllabus

CUET Performing Arts Question Paper

History

CUET History Syllabus

CUET History Question Paper

General Test

CUET General Test Syllabus

CUET General Test Question Paper

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CUET Maths Preparation Tips

Candidates can follow the preparation tips mentioned below for CUET Maths preparation:

  • Prioritise high-weightage topics and understand key concepts of CUET Maths exam
  • Solve previous years CUET question papers to familiarise with the exam pattern which inturn promotes efficiency.
  • Go through the concepts covered previously to ensure memory retention.
  • Use recommended study material, including best books for CUET 2027, that has been recommended by past year’s toppers and subject matter experts.
  • Take an ample amount of CUET mock tests to experience the exam environment and practise with past papers for better performance.

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Abhishek Dhawan
Deputy Manager - MBA & BBA Content

Abhishek Dhawan is a content writer and editor with 7+ years of experience in education journalism. He holds a BA degree from the University of Delhi. At Shiksha, Abhishek primarily covers MBA and BBA entrance

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Answered 4 hours ago

CUET Previous Year Question Papers are helpful for understanding the exam pattern, question types, and important topics. Solving these papers regularly can improve time management, accuracy, and confidence. Students should also review their mistakes and practise subject-wise questions to strengthen

...Read more

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Venkatesh Venki

Beginner-Level 2

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Government colleges are somewhat affordable than private colleges as they are managed by central and state government. Listed below are some of the top colleges for BTech CUET in India.

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Yes, CUET is mandatory if you want admission to central universities and many participating state, deemed, or private universities in India.

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