CUET PG Mathematics Question Paper Analysis 2025: The CUET Mathematics examination was concluded on 13th March 2025. While the initial feedback of the candidates suggested that the examination was of moderate difficulty and slightly more difficult than the previous years, a comprehensive CUET PG Question Paper 2025 analysis of the Mathematics section is essential for gaining better insights into the examination. This article includes the CUET PG 2025 Question Paper on Mathematics subject, exam information, topic-wise division and other important resources related to the CUET PG Mathematics examination.
Since the CUET PG Mathematics paper is over, this article will follow up with a detailed CUET PG Mathematics analysis based on the student response, difficulty level, prominent topics, and other important factors after the exam is held. Careers360 will be providing the CUET PG question paper and solutions for the Mathematics examination. The link is provided in the article. Also, a thorough analysis of the CUET PG Mathematics examination is provided in this article so that the candidates can understand all the important information regarding the examination. We will also compare it with past years to see if there are any major changes in the pattern or difficulty. This article also contains PYQs of mathematics, the previous year's paper analysis, exam pattern, and syllabus.
The CUET PG Mathematics Question Paper 2025 was framed to test candidates' knowledge of fundamental mathematical concepts, problem-solving skills, and analytical skills. You can also use CUET PG previous years' papers and mock tests to have an idea of the exam pattern, difficulty level, and question types. This section will give information about the pattern of the question paper, key CUET PG Mathematics topics, and CUET PG preparation tips to enable the candidates to score well in the exam. Get updated on this page for the question paper and its solutions.
Title | Download Link |
CUET PG 2025 Mathematics Question Paper | To be updated soon |
National Testing Agency (NTA) and the official website of CUET are the ideal websites to download previous year's question papers. The following are the steps to obtain 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.
The CUET PG Mathematics 2025 Question Paper Analysis is given in this section. It shall present key points such as the level of difficulty, question distribution topic-wise, weightage of sections, and pattern of the exam overall. The CUET PG 2025 Mathematics analysis shall help students understand trends, identify weak areas, and gauge their performance.
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
Overall, CUET 2025 Mathematics was tougher compared to the previous year and lengthy for a 90-minute time frame, with a decent number of repeated and easy questions.
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 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 problem 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 |
The CUET PG 2025 Mathematics syllabus provides an overview of the important topics to be covered by the candidates in the exam. It contains mandatory topics like algebra, calculus, real analysis, differential equations, and others. Candidates must thoroughly understand these concepts to pass the exam. This segment offers a step-by-step breakdown of the syllabus to guide candidates in making proper preparation arrangements. Following are the subjects which are important for CUET PG Mathematics preparation, you can check the official website for more detailed syllabus.
CUET PG Mathematics Syllabus 2025 | Algebra Real Analysis Complex Analysis Integral Calculus Differential Equations Vector Calculus Linear Programming |
CUET PG Mathematics 2024 Question Paper Analysis provides a thorough analysis of the test, including CUET PG difficulty level, question distribution, and topic weightage. It assists the students to be aware of trends in the test, types of questions asked, and overall trends. Analysis of the 2024 paper helps students to recognize high-scoring subjects, question types repeating themselves, and preparation strategies for CUET PG Mathematics 2025.
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% |
Algebra carried the maximum weightage of 24% in the CUET PG Mathematics paper and is, therefore, an important unit to score well in.
Real Analysis and Differential Equations also had high weightages of 16% and 15% respectively, highlighting the need for proper preparation in these units.
Complex Analysis had the same 15% weightage as Differential Equations, reflecting that both units need special attention in preparation.
Vector Calculus and Integral Calculus collectively accounted for approximately 23% of the paper, showing how crucial the questions based on calculus are.
Linear Programming had the lowest weightage of 8%, implying that although it cannot be left out, it might have fewer questions than the other large units.
In total, Algebra, Analysis (Real & Complex), and Calculus (Integral & Vector) constitute the bulk of the question paper with 78% weightage, which means having good control over these units can greatly improve scores.
CUET PG mock tests are important in CUET PG Mathematics 2025 preparation because they mimic the actual exam scenario. They familiarize candidates with the exam pattern, improve time management, and create a proper test-taking strategy. Practice with mock tests also enables candidates to manage exam pressure better, which eventually increases their confidence level.
Getting Acquainted with the Exam Pattern: Mock tests familiarize the candidates with the exam pattern, question types, and marking scheme.
Enhancing Speed and Accuracy: Practice under timed conditions allows candidates to answer questions speedily and accurately.
Constructing Exam Confidence: Frequent mock tests minimize exam fear by familiarizing candidates with the test pattern.
Formulating Effective Strategy: Mock tests enable the test-taker to try out various strategies for handling sections and cracking questions effectively.
Identifying Strengths and Weaknesses: Performance analysis after every mock test enables candidates to identify areas of improvement and build on their strengths.
For CUET PG Mathematics aspirants, previous year question papers are a valuable resource. They enable the aspirants to get exposed to the exam pattern, difficulty level, and probable repeated questions and hence prepare in a more strategic manner. Aspirants can boost speed, accuracy, and confidence through repetition of these papers before attempting the real examination.
The moment the official CUET PG Mathematics last year papers are released, downloadable PDFs will be posted here. The papers will serve as a valuable revision tool to help candidates refine their preparation and problem-solving skills. Keep checking for the latest uploads.
Title | Download Link |
CUET PG Mathematics 2024 | |
CUET PG Mathematics 2023 | |
CUET PG Mathematics 2022 | |
CUET PG Mathematics 2021 |
A good CUET PG Mathematics Preparation Plan is the secret to performing well in the exam. With such a vast syllabus covering calculus, algebra, differential equations, and probability, a systematic approach is essential. Adequate preparation includes getting familiar with the exam pattern, identification of high-weightage topics, solving previous year papers, and regular mock tests. Here, we will present key strategies to help the candidates schedule their study timetable in the best possible way, improve accuracy, and improve problem-solving speed
Read the Syllabus – Read CUET PG Mathematics syllabus and mark down major topics like calculus, linear algebra, differential equations, and probability.
Study Subject-Wise – Allocate specific time slots to different sections to study in a well-balanced way, for instance, separate sessions for algebra, real analysis, and numerical methods.
Use only Standard Study Books – Utilize NCERTs and regular math study books like Shanti Narayan for Differential Equations, S.C. Gupta & Kapoor for Probability & Statistics, and B.S. Grewal for Numerical Methods.
Practice Previous Year Papers – Practice 5-10 previous year papers to understand question trend, level of difficulty, and frequently questioned topics.
Take Regular Mock Tests – Attempt full-length mock tests weekly, go through errors, and increase problem-solving speed and accuracy.
Practice Repeatedly – Prepare short notes, formula sheets, and concept maps to solidify theorems, derivations, and key problem-solving approaches.
Start with Strengths – Start with subjects you feel most comfortable with, like calculus or linear algebra, to gain momentum and confidence.
Adopt the 60:40 Rule – Spend 60% of your time on high-scoring numerical areas such as differential equations and probability, and 40% on theoretical or tricky problems such as abstract algebra.
Don't get stuck – Skip a question that takes over 1-2 minutes, come back to it later if there is time in order to take full attempts.
Use the Elimination Method – In MCQs, eliminate the wrong options based on logic and mathematical properties to increase accuracy.
Save Time for Review – Allocate 10-15 minutes at the end to review answers, check calculations, and fix errors.
Ignoring the Exam Pattern – Being unaware of the relative weights given to subjects like calculus, linear algebra, and differential equations might result in an uneven study schedule.
Skipping Mock Tests – Failing to practice timed practice tests may result in poor time management, and it will be difficult to try all the questions within the exam duration.
Overuse of Resources – Instead of quoting multiple books, highlight some good resources which cover major subjects like real analysis, numerical methods, and probability.
Ignoring Regular Revision – In the absence of regular revision of key formulas, theorems, and solution strategies, remembering key results during the exam can be challenging.
Guesswork in MCQs – Since there is negative marking, do not guess; instead, attempt only those questions where you can eliminate wrong options logically.
The CUET PG Mathematics 2025 exam was considered moderate to slightly difficult, with many calculation-intensive and time-consuming questions. Compared to the previous year, the exam was tougher due to a reduced time limit and complex problem-solving requirements.
The exam consisted of 75 multiple-choice questions, with a total duration of 90 minutes. Around 20 questions were direct and solvable, while the rest were more complex and required in-depth understanding.
Yes, you can sit for CUET PG without sitting for CUET UG since both are distinct entrance examinations for postgraduate and undergraduate programs.
Algebra, Real Analysis, and Complex Analysis had significant weightage in the exam. Other important topics included Differential Equations, Vector Calculus, and Integral Calculus, with a considerable number of questions covering these areas.
The CUET PG Mathematics 2025 question paper and solutions will be provided on the official CUET website after sometime.
According to expert analysis, a score of 130+ is considered good in the CUET PG Mathematics 2025 exam. The expected cutoffs are predicted to be lower than the previous year due to the increased difficulty level.