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CUET PG Mathematics Question Paper 2025: With the CUET Mathematics examination concluded on 13th March, the candidates should look forward to analysing the CUET PG 2025 Mathematics question paper. This year, the CUET PG 2025 Question Paper of the Mathematics section proved to be more challenging than the previous years due to complex questions and time constraints. By properly going through the CUET PG Question Paper 2025 Mathematics question paper, the candidates will be able to gain more knowledge on the examination.
This article gives a detailed overview of the CUET PG Mathematics question paper 2025 and solutions written by the subject matter experts. This article also includes other essential information on the CUET PG Mathematics examination such as its pattern, topic-wise weightage, and most importantly preparation tips to assist aspirants in scoring the best.
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CUET PG Mathematics Question Paper 2025 is an excellent resource material for students to prepare for exam success. The paper is in the second shift today. It provides an insight into the CUET PG exam pattern, question type, and difficulty level, thus allowing the candidates to review their preparation and improve their problem-solving skills. Previous question paper study assists students in identifying important topics, improving time management, and confidence building for actual test-taking. In this article, we'll inform you of CUET PG Mathematics question pattern, topic division, and practice tips.
Title | Download Link |
CUET PG 2025 Mathematics Question Paper | To be updated soon |
The National Testing Agency (NTA) and CUET's official website are the best places to download previous year's question papers. The following are the steps to get the PDFs:
Go to the official CUET PG site – Look up the Common University Entrance Test (CUET PG) website using Google or access the official NTA website.
Move to the 'Previous Year Question Papers' page – This is often located under Examination Resources or Downloads.
Select the Year & Subject – Select Mathematics and select the year for which you require the question paper.
Download the PDF – Click on the download link and save the file to your device; rename the file suitably for quick reference.
Confirm authenticity – Make sure the downloaded question paper is similar to the original exam format and syllabus.
1) $f=\frac{x^{\prime}}{\sqrt{x^2+y^2}}$
2) $(90+87+89+67) \bmod 11$
3) $\int_0^{\infty} \int_0^\pi x e^{-\pi^2 / 2} d x$
4) $|G|=p^2$
$\mathbb{Z}_p{ }^2$
$\mathbb{Z}_p{ }+\mathbb{Z}_p{ }$
5) $f=x^2+x y^2+y^4$
6) $\sqrt{4 n^2+n}-2 n$
7) $\iiint x^2+y^2+z^2 d V$
8) $m>n$
$P_{m \times n}$
$Q_{n \times m}$
9) $|x|+|x-1|+|x+1|$
10) Rank ($T$)= Rank ($T^2$)
11) $1-\frac{1}{2^p}+\frac{1}{3^p}-\cdots$
12) $\int_0^1 \int_0^1 \int_0^1\lfloor x\rfloor+\lfloor y\rfloor+\lfloor z\rfloor d V=0$
13) $\oint F.dr$ from GDT
The topic-wise Weightage within the CUET PG Mathematics Question Paper assists in letting candidates know how questions are distributed over various topics. Knowing the weightage of different sections enables aspirants to know which areas are most crucial and schedule their preparation suitably. Major topics like algebra, calculus, differential equations, and probability can have varying marks, so it becomes pertinent to work on high-score sections. Here, we will analyze the topic-wise weightage so that candidates can plan their study schedule for optimal effectiveness.
The CUET PG 2025 Mathematics question paper was moderate as reviewed by most of the students.
Overall Difficulty: Easy to moderate
Moderate Questions: Present
Easy Questions: Around 30-35 questions were easy to answer
There were several questions from Statistics and Hypotheses.
Questions were based on regression analysis as well.
The questions were a bit lengthy.
There were many questions based on standard deviation and variance.
There was a question about orthogonal basis and trajectory.
A question was also asked from Volume integral.
Questions from complex numbers were also asked.
There was a question from groups and subgroups too.
An infinite limit question was also asked.
Many questions were asked about functions and linear algebra.
The Ordinary Differential Equation i.e. ODE part was lengthy compared to others.
Questions from transformations and ranks were also asked.
There were a few questions from integration.
Overall, CUET 2025 Mathematics was slightly more difficult when compared to the previous year and the time limit of 90minutes was also one of the biggest issues. But there were also a decent number of repeated and easy questions.
The CUET PG 2025 Exam Pattern allows candidates to clearly understand the form and pattern of the test. It contains information like the question count, marking scheme, timing, and test mode. Candidates are aware of the exam pattern, which guides them in efficiently planning their study, allocating the right amount of time, and preventing any unwarranted problems on the test day. In this segment, we are going to divide the CUET PG 2025 exam pattern into subject-wise question distribution, question types, and other vital guidelines.
Particulars | Details |
Exam Frequency | Once a year |
Duration of exam | 90 Minutes (1.5 hours) |
Total No. of Questions | 75 |
Maximum Marks | 300 |
Question Type | Multiple Choice Questions |
Question Paper Medium | English and Hindi |
Marking Scheme | +4 for each correct answer -1 for each incorrect answer No marks for unattempted questions |
All the candidates must look at the official CUET site and university sites to see whether there is any change or modification in the schedule.
The weightage indicates the proportion of questions from various mathematical topics that were asked in last year's examination. Based on the 2024 paper, candidates are able to examine prominent sections, analyze trends, and streamline preparation strategy for CUET PG 2025. The topic-wise weightage according to the CUET PG last year's question paper analysis shall be discussed here.
Unit | Number of Questions | Weightage (%) |
Algebra | 18 | 24% |
Differential Equations | 11 | 15% |
Real Analysis | 12 | 16% |
Complex Analysis | 11 | 15% |
Linear Programming | 6 | 8% |
Integral Calculus | 8 | 11% |
Vector Calculus | 9 | 12% |
CUET PG mock tests hold the greatest importance while preparing for CUET PG Mathematics 2025 since they replicate the actual exam scenario. Mock tests accustom the aspirants to the pattern of the exam, improve time management, and provide them with an opportunity to frame a test-taking strategy. Daily practice through the help of mock tests familiarizes the aspirants with the pressure of exams, thus increasing their confidence level.
Getting used to the Exam Pattern – Mock tests provide information regarding the pattern of the exam, question types, and marking scheme.
Enhancing Speed and Accuracy – Practice under time conditions allows the candidates to answer questions within the time and correctly.
Overcoming Fear of Exams – Getting accustomed to the trend of exams through mock tests eradicates fear and boosts confidence.
Formulating a Test-Taking Strategy – Mock tests allow test-takers to experiment with different strategies of section control and question-solution order.
Strengths and Weaknesses Identification – Performance analysis after each mock test determines areas to work on and strengthens strong areas.
Review Incorrect Answers – Understand why an answer went wrong and understand the correct approach to avoid repetition of the same errors.
Break Down Time Spent Per Section – Identify time-consuming sections and practice improving speed in those areas.
Assess Strong and Weak Areas – Detect low-scoring areas in organic, inorganic, or physical Mathematics and shift focus accordingly.
Refine Study Plan – Modify study schedules based on mock test performance, giving additional time to challenging or high-weightage topics.
For CUET PG Mathematics candidates, previous year question papers are a useful material. These allow the candidates to familiarize themselves with the exam pattern, level of difficulty, and questions most likely to be repeated, and thus prepare in a more tactical sense. Candidates can enhance speed, accuracy, and confidence by practicing these papers before attempting the actual exam.
As soon as the official CUET PG Mathematics last year papers are published, downloadable PDFs will be made available here. The papers will be a useful revision aid to assist candidates in sharpening their preparation and problem-solving skills. Stay tuned for the latest uploads.
Title | Download Link |
CUET PG Mathematics 2024 | |
CUET PG Mathematics 2023 | |
CUET PG Mathematics 2022 | |
CUET PG Mathematics 2021 |
A proper CUET PG Mathematics Preparation Plan is the key to scoring well in the exam. With such a large syllabus encompassing calculus, algebra, differential equations, and probability, a structured approach is vital. Proper preparation involves familiarization with the exam pattern, high-weightage topic identification, previous year papers solving, and mock tests regularly. Here, we will provide major strategies to enable the candidates to plan their study schedule optimally, enhance accuracy, and boost problem-solving sp
Familiarize Yourself with the Syllabus: Read the CUET PG Mathematics syllabus and identify key topics such as calculus, linear algebra, differential equations, and probability.
Study Subject-Wise: Assign dedicated time slots for various sections to prepare in a balanced manner, for example, different sessions for algebra, real analysis, and numerical methods.
Use only Standard Study Books: Use NCERTs and standard math text books such as Shanti Narayan for Differential Equations, S.C. Gupta & Kapoor for Probability & Statistics, and B.S. Grewal for Numerical Methods. Using the best CUET PG preparation books is essential for the candidates.
Practice Previous Year Papers: Attempt 5-10 CUET mathematics previous year papers to grasp question trend, level of difficulty, and regularly questioned topics.
Take Regular Mock Tests: Try full-length mock tests on a weekly basis, review errors, and sharpen problem-solving speed and accuracy.
Practice Repeatedly: Prepare short notes, formula sheets, and concept maps to reinforce theorems, derivations, and important problem-solving strategies.
Start with Strengths: Begin with topics you are most confident in, such as calculus or linear algebra, to build momentum and boost confidence.
Implement the 60:40 Rule: Allocate 60% of your time to high-scoring numerical topics like differential equations and probability, and 40% to theoretical or tricky problems like abstract algebra.
Avoid Getting Stuck: If a question takes more than 1-2 minutes, move on and revisit it later if time allows to maximize attempts.
Apply the Elimination Technique: In MCQs, rule out incorrect options using logic and mathematical properties to improve accuracy.
Set Aside Time for Review: Reserve 10-15 minutes at the end to double-check answers, verify calculations, and correct any mistakes.
Overlooking the Exam Pattern: A lack of familiarity with the relative importance of topics such as calculus, linear algebra, and differential equations may create an unbalanced study schedule.
Skipping Mock Tests: Not practicing timed practice tests can lead to inefficient time management, making it hard to attempt all questions within the exam time.
Overuse of Resources: Rather than citing several books, emphasize a few good resources that discuss key topics such as real analysis, numerical methods, and probability.
Overlooking Regular Revision: Without regular revision of important formulas, theorems, and problem-solving strategies, memorizing important results in the exam can be tough.
Guesswork in MCQs: Because there is negative marking, avoid guesswork; rather, try only those questions where you can rule out wrong choices logically.
The CUET PG 2025 Mathematics exam was conducted on 13th March 2025 during the second shift from 12:30 PM to 2 PM.
The CUET PG 2025 Mathematics question paper was considered more difficult than the previous years due to complex questions, a lengthier paper, and a reduced exam duration of 90 minutes.
The CUET PG 2025 Mathematics question paper will be available for download on the official CUET PG and NTA websites under the ‘Previous Year Question Papers’ section.
The CUET PG 2025 Mathematics exam follows a multiple-choice question format with +4 marks for each correct answer, -1 for each incorrect answer, and no marks for unattempted questions.
Mock tests help candidates get familiar with the exam pattern, improve time management, boost accuracy, and identify strengths and weaknesses to refine their preparation strategy.
Yes, you can certainly crack CUET PG within 3 months if your basics are clear, add practice mock tests to it. You should also include solving past year question papers in your preparation plan.
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