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How to Prepare for CUET Mathematics 2025 in 1 Month by Educart- The CUET Mathematics exam will be held in the month of May 2025. Candidates who want to pursue mathematics in their UG programmes must go through the CUET mathematics syllabus to prepare well for the CUET 2025 Maths exam. For those students aiming to take admissions in courses such as B.C.A., B.Voc, B.Pharm, B.Sc, BA, D.Pharm, B.Tech, etc. offered at the 90 participating universities, mathematics becomes one of the important domain subjects. Candidates must have a preparation strategy to get more marks in the CUET maths exam, and they should be familiar with the CUET mathematics syllabus.
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After reviewing all the CUET maths syllabus candidates should practise more problems in order to get a better understanding about the topics by writing mock tests. This article helps how to prepare for CUET Mathematics in one month by Educart in getting good scores in Section II Mathematics domain paper of CUET Exam 2025 by providing them a clear roadmap for their preparation journey.
Due to the complexity of the CUET Mathematics, the examination demands a through and all-around preparation. With the dates for the CUET UG examination released, the candidates should have started their preparation for acing the examination. Completing the entire CUET Mathematics syllabus 2025 in a month can be very beneficial for the candidates as this can provide them enough time to prepare for the CUET Mathematics examination through CUET Mathematics books and CUET Mathematics mock tests. Given below is a comprehensive day-by-day guide for the students to complete their CUET Mathematics syllabus in a month.
Day | Topics to Cover |
1 | Introduction to Continuity and Differentiability |
2 | Advanced Continuity and Differentiability + Examples |
3 | Application of Derivatives: Concept and Basic Problems |
4 | Application of Derivatives: Optimization Problems |
5 | Integrals: Introduction and Basic Integration Rules |
6 | Application of Integrals: Area Under the Curve |
7 | Differential Equations: Formation and Solutions |
8 | Differential Equations: Practical Problems and Applications |
9 | Matrices: Basics and Operations |
10 | Determinants: Properties and Applications |
11 | Relations and Functions: Introduction and Types |
12 | Inverse Trigonometric Functions: Properties and Examples |
13 | Statistics: Mean, Median, Mode |
14 | Statistics: Standard Deviation and Variance |
15 | Probability: Basics and Simple Problems |
16 | Probability: Conditional Probability and Bayes' Theorem |
17 | Three Dimensional Geometry: Points, Lines, and Planes |
18 | Three Dimensional Geometry: Distance and Angle Problems |
19 | Vector Algebra: Basics and Operations |
20 | Vector Algebra: Applications in 3D Geometry |
21 | Linear Programming: Introduction and Formulations |
22 | Linear Programming: Graphical Solutions |
23 | Mensuration: Volume and Surface Area Problems |
24 | Time, Speed, and Distance: Concept and Problems |
25 | Pipe and Cisterns: Basic and Advanced Problems |
26 | Number System: Properties and Problem-Solving |
27 | Ratio and Mixtures: Basics and Applications |
28 | Compound Interest and Depreciation: Concepts and Problems |
29 | Time Series Analysis: Understanding Patterns and Trends |
30 | Grand Revision: Practice Papers Covering All Topics |
Securing the 100 percentile in the CUET Mathematics may be challenging but is not unachievable. It required dedicated CUET Mathematics preparation. One of the first and foremost tasks that the candidates must do is to understand the CUET Mathematics syllabus. The candidates should ensure that they attempt the CUET Mathematics question paper with confidence. The information about the CUET Mathematics syllabus is provided below:
Section A of the CUET Mathematics will contain 15 questions from both the applied Mathematics and Mathematics questions. It is compulsory for the candidates to attempt these questions.
While the total CUET Mathematics marks is 200, for each wrong answer 1 mark is deducted.
35 questions will be present in both the sets B1 and B2 out of which the candidates should answer 25. These sets are respectively from applied Mathematics and Mathematics sections.
The students must be aware of all the topics belonging to the CUET Maths before diving into practice and revision part of the preparation. According to the CUET Maths syllabus, the complete (not reduced) Class 12 syllabus will be considered for the CUET UG 2025 exam.
For example, take a look at the venn diagram below and observe how the CUET syllabus fits within the major competitive exams students will appear for in the coming months.
Representation of syllabus for Class 12 boards and major upcoming competitive exams
Clearly, students preparing for JEE/ NEET exams will cover the whole Class 11 and 12 syllabus, which makes it inconsistent and testing for the rest.
So, the first step is to figure out which chapters or topics are added for CUET in the NCERT Class 12 syllabus that has been reduced for all the boards. For this, we have compared and provided a roundup of all topics that should be covered (✔️) and not studied (❌) for IIT and NEET exams, and CBSE, ISC or UP Boards.
Comparison of all topics and sub-topics from the CUET mathematics syllabus
Candidates can check the chart for the complete CUET Maths syllabus - Click here
As you can see in this chart (of Class 12 Maths Unit 1), several topics were reduced in CBSE, ISC and UP board syllabus.
Vector Algebra and Continuity and Differentiability chapters are seen to have most of its topics covered by all major boards of Class 12. This means that the NTA experts may ask more questions from these chapters.
The same is applicable for the Relations and Functions chapter from which 60% topics were deleted by all boards, so there is less probability of seeing many MCQs from it in the CUET paper.
The topics with a tick (✔️) next to them are included in the CUET and are also available in the respective syllabus - CBSE, ISC, UP board.
The topics with a cross (❌) next to them are included in the CUET but are reduced from the respective syllabus - CBSE, ISC, UP board.
In order to avoid discrepancies, the NTA has provided a total of 10 choices in MCQs in the whole CUET exam, which means the students have to attempt any 40 MCQs out of 50. But there’s a good chance that these MCQs will only be consumed in reduced topics, which means students may still not have enough choices. This puts students from ISC and UP Boards even at a bigger disadvantage than CBSE.
CUET aspirants should also check the chart of important chapters given below. It is prepared based on the NTA official CUET UG Maths mock test and previous 4 years CUCET papers (covering only Class 12 Maths syllabus).
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This chart is formulated to provide an idea of all the MCQs asked from each unit or chapter.
Important takeaways from CUET Syllabus Resources
Unit 3 solely comprises 30% of the CUET paper, which means all chapters in this unit should be a priority for students.
Other than chapter 7 from unit 3, equal time should be focused on chapter 4.
Students can skip studying a couple chapters like chapter 5 and 6 as there are hardly any MCQs asked from them.
To save your time, figure out if you are comfortable answering all the questions except case-based MCQs. You can choose to skip answering them since there is a choice for up to 10 MCQs.
Once students are done analysing the CUET syllabus pdf, they can move on to dividing time for chapter-wise preparation. Given below are a few things that students must consider while setting up this schedule.
Since, only around a month’s duration is left for the CUET Maths exam, so instead of going through all the NCERT concepts, students should go for a visual option to recall them. For this, we have mind maps (see screenshots below) for every single NCERT chapter (including the deleted ones from board syllabus) that helps students revise -
All NCERT topics and sub-topics
Important points, definitions and theorems
All formulas to solve MCQs
How to solve MCQs with practice of examples
These visual maps are recommended because they are specifically designated to map out concepts for solving objective questions, i.e., MCQs for CUET. Any new topic can be easily revised using these maps without having to read the complete chapter of the NCERT Class 12 Mathematics syllabus.
Next thing you need to consider for setting up a realistic time table is a roundup and analysis of all the official resources available from NTA. We have figured out from the official NTA CUET mock tests that the paper pattern will be on a medium level. So, using NCERT Exemplars for additional preparation will be a safe bet because it covers all the NCERT topics.
These questions include all different typologies of MCQs like match the following, assertion/ Reason, standalone, etc. that students need to cover for the CUET Maths domain paper.
If you take a look at the CUET mock test paper below (provided in the CUET Maths Practice Book by Educart), there are different types of MCQs (standalone, statement-based, assertion/ reason, etc.) asked in the CUET exam now in comparison to the predecessor, CUCET.
To practise NTA Official CUET Mathematics Mock Test by Educart (With Solutions) - Click here
For students to have a proper CUET preparation strategy, they should include two things – CUCET Mathematics past years’ papers and CUET mock test papers (Solved and unsolved).
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Until 2021, CUET was known as CUCET, which was held once a year for 12 central universities only but on a similar MCQ pattern in CBT mode. By practising the CUET Mathematics paper, students can get an understanding of MCQ type questions that were asked earlier. But a big challenge with these papers available online from other sources is that they were based on complete Class 11 and 12 syllabus.
The CUET Maths Practice Book by Educart includes these papers only with the relevant Class 12 topics and MCQs.
CUCET Official 2021 Mathematics Paper (excluding Class 11 MCQs).
It is good to have access to CUET mock test papers but it serves no purpose if they are not based 100% on the NTA official CUET mock tests. Students are recommended to practice solved and unsolved papers at least in the last 10-15 days of the CUET preparation.
Time management plays an important role for any examination. Students may get at least 1.5 to 2 hours time to attempt 40-60 MCQs for MCQ-based board exams like CBSE term 1 or ISC semester 1 exam. But for CUET they will only get 45 minutes to answer 40 MCQs.
In order to find a solution for this problem, we have designed a time management chart for CUET aspirants to try and attempt all MCQs in their paper before time so they can actually revise and review their answers.
Typology | Total MCQs (5 marks each) | Time to be Spent |
Stand Alone | 35 MCQs | <1 min per MCQ |
Assertion/ Reason | 5 MCQs | 1 min per MCQ |
Choose the Correct Statement | ||
Match the Following | ||
Case-based | 2Q (5 MCQs each) | 2 min reading time + 1 min per MCQ |
Total Marks | 200 (40 out of 50 MCQs) | 45 minutes |
Time Management Chart for CUET Mathematics
After analysing the CUET Mathematics question papers of the previous year’s experts of Careers360 have shortened a list of most important topics for the effective CUET Mathematics preparation of the candidates. Referring to the CUET maths PYQs can help the candidates understand the CUET Mathematics syllabus and exam pattern in more detail. The analysis is provided below:
Section | Important Topics |
Mathematics | Application of Derivatives, Application of Integrals, Continuity and Differentiability, Determinants, Differential Equations, Integrals, Linear Programming, Matrices, Probability, Statistics, Three Dimensional Geometry |
Here are a few tips that the candidates can follow to enhance their CUET Mathematics preparation for 2025.
Understanding of the CUET Mathematics syllabus and possible questions that may be asked is absolutely essential.
At least 3 hours of study time must be given for the CUET Mathematic preparation.
The candidates should focus on conceptual clarity more and refrain from mugging up the questions.
The candidates should create a timetable which is suitable for them and stick to them. Remember, consistency is the key.
The candidates should ensure that they engage in full-length and topic-wise mock tests during their preparation cycle.
The candidates should ensure that they revise formulas and concepts time to time so that they can retain those whenever required.
Preparing for CUET in one month is definitely challenging but possible, especially if you already have a basic understanding of the subjects. With focused and intensive preparation, you can cover the key topics and practice enough to improve your chances. The key will be prioritizing important areas, taking mock tests, and managing your time well.
For CUET, the mathematics required is primarily based on the Class 12th syllabus. It includes topics such as Algebra, Calculus, Trigonometry, Probability, Coordinate Geometry, and Statistics. The questions are designed to test your understanding and application of these concepts, so having a solid grasp of the Class 12th maths syllabus is crucial for performing well in the exam.
CUET Mathematics is of moderate difficulty. It’s not extremely tough, but it does require a good understanding of the Class 12th syllabus and the ability to apply concepts effectively. The questions are designed to test both your theoretical knowledge and problem-solving skills, so practicing regularly and understanding key concepts is important.
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