CUET (UG) Maths

The CUET Mathematics syllabus is designed to test students’ mathematical knowledge and problem-solving abilities. It aligns with the NCERT Class 11 and Class 12 curriculum, focusing on key areas of mathematics essential for undergraduate courses in fields such as engineering, science, and economics. The syllabus is structured into several important sections:

• Algebra: This includes topics such as quadratic equations, polynomials, progressions (arithmetic and geometric), and matrices.

• Calculus: Fundamental concepts like limits, differentiation, integration, and their applications in real-life scenarios are covered.

• Coordinate Geometry: Students will study the geometry of lines, circles, conic sections (parabola, ellipse, hyperbola), and the use of the distance formula.

• Trigonometry: Topics like trigonometric functions, identities, and equations are included in the syllabus.

• Probability and Statistics: The basic principles of probability, permutations and combinations, and statistics are tested, particularly in relation to real-world applications.

Familiarity with each of these topics is crucial for performing well in the CUET Mathematics exam. It is important for students to break down the syllabus into manageable sections and dedicate time to each topic. A deep understanding of the fundamentals will help you answer both theory and application-based questions in the exam.

Effective preparation for the CUET Mathematics exam requires a combination of conceptual clarity, regular practice, and strategic time management. Here are some tips to guide your preparation:

• Understand the Concepts: Rather than memorizing formulas and concepts, focus on truly understanding the underlying principles. For example, when studying calculus, understand how differentiation and integration work conceptually before applying them to solve problems.

• Practice Regularly: Mathematics is a subject that requires continuous practice. Make sure to solve a variety of problems from each topic. This will help you gain a deeper understanding of different question types and improve your speed.

• Use Reference Books: While NCERT is the core textbook, referring to books like R.D. Sharma, M.L. Khanna, and I.A. Maron will provide extra practice and different perspectives on complex problems.

• Time Management: Mathematics exams often require quick thinking and problem-solving skills. Practice time-bound mock tests to improve your speed and efficiency.

• Focus on Weak Areas: Regularly evaluate your performance in mock tests to identify areas where you're struggling. Spend additional time on those topics to strengthen your understanding.

By combining all these strategies, you'll be well-prepared for the CUET Mathematics exam.

To prepare for CUET Maths you must start reading and understanding the theory part of Maths, and it starts from the right textbook. Start with the NCERT textbook for class 12 Maths and read the theory try to solve all the questions asked in the NCERT Maths and after that solve all the MCQ questions uploaded on this site.  

CUET Maths syllabus is mentioned on this page, we have added the chapter name and the details of Maths as per the NTA CUET Maths. 

You can follow the CUET Maths syllabus mentioned on this page and try to read NCERT class 12 Maths textbook, NCERT Exemplar and the MCQ-based questions of Maths uploaded chapter-wise on this page. 

Our team prepared a details chapter-wise CUET Maths question bank and carefully selected all the questions before uploading, do solve all CUET Maths questions uploaded on this page to score good marks. 

While the entire CUET Mathematics syllabus is important, certain topics carry more weight and require special attention during preparation. These topics are frequently asked in exams and form the foundation for more complex concepts in higher studies. Key topics to focus on include:

• Algebra: Quadratic equations, progressions, and matrices are foundational and often tested. These topics are frequently included in the multiple-choice questions (MCQs) and short-answer questions.

• Calculus: Derivatives, integration, and their applications are vital for solving real-world problems. Calculus is one of the most heavily weighted sections of the exam.

• Coordinate Geometry: Topics like the equation of a straight line, circles, and conic sections (ellipse, hyperbola, parabola) require a good understanding of geometry and algebra.

• Probability and Statistics: This section is becoming increasingly important, and topics like permutations, combinations, and probability distributions are often featured in exams.

• Trigonometry: Trigonometric identities, equations, and their applications in real-life problems are a crucial part of the syllabus.

By focusing on these high-weightage topics, students can ensure they are well-prepared to tackle the exam confidently. A deep understanding of these subjects will also help in solving higher-level problems.

Time management is a crucial skill when it comes to attempting the CUET Mathematics exam. The exam tests your ability to solve problems quickly and accurately within a time limit. Here are some strategies to help you manage your time effectively:

• Prioritize Easy Questions: Start with the questions that you find easiest to answer. This will boost your confidence and allow you to accumulate marks quickly. This will also ensure that you have enough time for the more difficult questions later.

• Set Time Limits for Each Question: Allocate a fixed amount of time to each question based on its difficulty level. For example, if you find a particular topic challenging, allocate extra time for it but move on quickly from questions that are easier.

• Use the Process of Elimination: For multiple-choice questions (MCQs), if you're unsure about an answer, use the process of elimination. This strategy will save time and improve your chances of selecting the correct answer.

• Don’t Get Stuck on a Single Question: If you find a question difficult or time-consuming, don’t waste too much time on it. Skip it and return to it later if time permits. It’s better to attempt as many questions as possible than to get stuck on one.

• Practice Timed Mock Tests: Regularly practice mock tests under exam-like conditions to simulate the real exam environment. This will help you improve your speed and become familiar with the time constraints.