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Updated By Harleen Kaur on 26 May, 2025 15:11
Predict your Percentile based on your CUET performance
Predict RankCUET Mathematics Question Paper evaluate students's understanding of mathematical ideas, problem-solving abilities, and analytical thinking. CUET 2025 will be a Computer Based Test (CBT) scheduled between May 08 and June 01, 2025. Syllabus of Mathematics for CUET 2025 and CUET exam pattern 2025 are going to be the same as the previous years based on the recent year trends.
CUET Mathematics 2025 Expected Question Paper
CUET 2025 Mathematics Sections:
The question paper typically has two sections:
CUET Mathematics Question Paper includes algebra, geometry, trigonometry, calculus, statistics, and probability. The Algebra section usually has questions about quadratic equations, polynomials, sequences and series, and mathematical inequalities. Geometry questions include the properties of circles, triangles, coordinate geometry, and areas of various shapes. Trigonometry questions assess a student's knowledge of trigonometric ratios, identities, and equations, whereas Calculus questions assess understanding of limits, differentiation, integration, and applications.
The Statistics and Probability section evaluates data interpretation skills, mean, median, mode, and standard deviation, as well as the ability to handle probability-related questions, such as using the fundamental counting principle and conditional probability.
To prepare for the CUET Mathematics exam, students should concentrate on developing a solid foundation in these main topics. Practice a variety of problems, solve prior year papers, and use timed practice sessions to increase speed and accuracy. Familiarity with equations, theorems, and concepts is required to effectively address the various types of problems on the exam.
CUET Mathematics Question Paper 2024 has been released by the National Testing Agency. The Mathematics question paper consists of 85 questions. Students are asked to attempt only 75 questions. Each question carries 5 marks. There is a negative marking for Mathematics. 1 mark is deducted for every wrong answer. CUET Maths Question Paper is divided into two sections: Part A and Part B. Part A contains 15 mandatory questions on Mathematics and Applied Mathematics. Part B is divided into two sections. Part B1 has 35 questions, 25 of which are compulsory, and Part B2 has 35 questions on applied mathematics, 25 of which are compulsory.
Students aspiring to appear for CUET 2025 Mathematics, can download the CUET Mathematics question paper of previous years from here!
CUET UG 2024 exam was held from May 15 to May 24, 2024, in both hybrid mode (pen-paper and computer-based tests) across 350+ cities in India. Question paper PDFs of CUET Mathematics 2024 exam have been published by NTA on the official website. We have provided PDF links to the CUET English Question Paper with answer key below for easy Link Activated!
| CUET Mathematics Question Paper | Download Link |
|---|---|
| CUET Maths Question Paper 2024 Set A | Link Activated |
| CUET Maths Question Paper 2024 Set B | Link Activated |
| CUET Maths Question Paper 2024 Set C | Link Activated |
| CUET Maths Question Paper 2024 Set D | Link Activated |
| CUET Mathematics Question Paper | Download Link |
|---|---|
| CUET Maths Question Paper 2024 | Link Activated |
The National Testing Agency administered the Common University Entrance Test (CUET) for 2023-24. CUET 2023 was held from May 21, 2023, to June 23, 2023. CUET Mathematics question paper has been published by NTA. Candidates can refer to the following links to access CUET Mathematics question paper PDFs 2023:
| CUET Mathematics Exam Date and Slot | Question Paper Download Link | Answer Key Download Link |
|---|---|---|
| July 2 Shift 3 | Link Activated | Link Activated |
| June 23 Shift 3 | Link Activated | Link Activated |
| June 22 Shift 1 | Link Activated | Link Activated |
| June 20 Shift 3 | Link Activated | Link Activated |
| June 17 Shift 3 | Link Activated | Link Activated |
The difficulty level of the CUET 2023 Mathematics conducted on 21 May, 2023 was easy to moderate.
CUET Mathematics Question Paper 2023 consisted of 85 questions. The type of question asked in the exam is multiple choice (MCQ). The topic wise weightage of the CUET Mathematics question paper has been provided in the following table.
Topics | Weightage |
|---|---|
Vectors | 5-6 |
Continuity and Differentiability | 4-5 |
Three-dimensional geometry | 3-4 |
Linear programming | 2-3 |
Probability | 3-4 |
Matrices | 4-5 |
Integration | 3-4 |
Probability Distribution | 2-3 |
Differential Equations | 2-3 |
Relations and Functions | 5-6 |
Three-dimensional geometry | 3-4 |
Probability | 3-4 |
CUET 2022 was conducted from July 15 to August 30, 2022. According to the examination pattern the question paper consisted of 85 questions out of which 75 must be answered.
The topics covered in the CUET Mathematics Question Paper were Linear programming, Probability, Matrices, Integration, Probability Distribution, Differential Equations, Relations and Functions, Three-dimensional geometry, Probability. Students can check the CUET 2022 Mathematics Question Paper from here:
Candidates can check the CUET 2022 Mathematics Analysis of CUET Mathematics Question Paper:
Particulars | 15 July 2022 | 16 July 2022 Shift 1 | 16 July 2022 Shift 2 | 19 July Shift 1 |
|---|---|---|---|---|
Difficulty Level | Moderate | Easy to Moderate | Moderate | Moderate |
Number of Good Attempts | 35-37 | 33-35 | 34-35 | 34-35 |
Candidates who want to take the CUET 2025 Mathematics must be familiar with the important topics. Knowing the important topics will help the test takers plan strategically for the exam preparation. The following table contains the CUET Mathematics important topics for CUET Mathematics question paper:
Name of the Unit | Important Topics |
|---|---|
Calculus | Higher-order derivatives Continuity and Differentiability Applications of Derivatives Tangents and Normals Maxima and Minima |
Algebra | Matrices and types of Matrices Determinants Inverse of a Matrix |
Probability Distributions | Random variables and its probability distribution, Variance and Standard Deviation of a random variable Binomial Distribution |
Integration and its Applications | Indefinite integrals of simple functions Definite Integrals |
Integrals | Integration as inverse process of differentiation Definite integrals as a limit of a sum Fundamental Theorem of Calculus Applications of the Integrals Differential Equations |
Differential Equations | Order and degree of differential equations Formulating and solving of differential equations with variable separable |
Vectors | Vectors and scalars components of a vector Vector(cross) product of vectors Scalar triple product |
Relations and Functions | Types of relations Inverse Trigonometric Functions |
Probability | Multiplication theorem on probability Conditional probability Bayes theorem |
Linear Programming | Mathematical formulation of LPP Graphical method of solution for problems in two variables Feasible and infeasible regions |
3D Geometry | Direction cosines/ratios of a line joining two points Cartesian and vector equation of a line Numbers |
Quantification and Numerical Applications | Modulo Arithmetic Congruence Modulo Allegation and Mixture Numerical Problems Boats and Streams Pipes and Cisterns Races and Games |
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