Overview: Improve your chances of passing the CUET Math exam! Learn how to solve previous year's CUET maths question papers, master the exam structure, and access sample questions. Improve your problem-solving time management skills, and discover new career opportunities in mathematics. 

The Common University Entrance Test (CUET) is an important exam for students interested in pursuing undergraduate programs at one of the participating universities.

Mathematics is one of the most important subjects covered in the CUET exam 2025.

Candidates are encouraged to practice the CUET Maths question paper to improve their preparation.

This article discusses the significance of solving CUET question papers, provides an overview of the exam structure, and provides information on how to access the previous year's CUET maths question papers. 

Download FREE Study Material for CUET 2025 by cuet.com

CUET Maths Question Paper Pattern & Marking Scheme 2025

Candidates appearing for the CUET 2025 exam, especially those opting for Mathematics, are advised to solve the CUET Maths question paper of the previous year as part of their CUET preparation. This practice serves multiple purposes, including: 

• Familiarity with Exam Pattern: Solving CUET Maths question papers helps candidates become acquainted with the exam pattern, question types, and overall structure of the paper. 
• Assessment of Preparation Level: It provides an opportunity for candidates to assess their current level of preparation. Identifying weak areas and topics that require further study becomes easier through consistent practice. 
• Enhanced Problem-Solving Skills: Regular practice contributes to developing strong problem-solving skills, which are crucial for success in the CUET exam. 
• Time Management: Candidates can refine their time management strategies, which is crucial in a timed exam like CUET. Consistent practice ensures candidates can manage their time efficiently during the test. 
• Building Confidence: Solving CUET Maths question papers builds confidence by offering a simulated test-taking experience. This is invaluable for candidates to approach the actual exam with self-assurance. 

Check: CUET Exam Pattern 2025

CUET Mathematics Exam Pattern 2025

Candidates appearing for the CUET 2025 math exam must check the structure of the CUET Maths paper. By going through the structure for the NTA CUET Maths Question Paper, candidates will be aware of the CUET examination 2025 exam pattern and the CUET Maths questions. 

Section name	Total number of questions
Section A	15
Section B1	35
Section B2	35

Read more: CUET Marking Scheme 2025

How To Download CUET Math Question Papers PDFs

CUET Math question papers, including the 2024 version, are available to candidates on the official CUET website. To prepare thoroughly for the exam, practice these papers regularly. 

CUET Mathematics Sample Paper 1

CUET Mathematics Sample Paper 2

CUET Mathematics Sample Paper 3

CUET Mathematics Sample Paper 4

CUET Maths Questions and Answers

Here are some sample questions and their responses that will provide you an idea of the kind of questions you might expect on the CUET Maths question paper: 

What is the expression 2x^2 + 3x - 5 value when x = 2? 

• (A) -1 
• (B) 1 
• (C) 3 
• (D) 5  

Answer: (D) 

Simplify the expression (x + 2)(x - 3) 

• (A) x^2 + 2x – 6 
• (B) x^2 - 5x – 6 
• (C) x^2 - x – 6 
• (D) x^2 - x + 6  

Answer: (B) 

Solve the equation x^2 - 5x + 6 = 0 

• (A) x = 2, 3 
• (B) x = 3, -2 
• (C) x = 2, -3 
• (D) x = -2, -3  

Answer: (A) 

Find the slope of the line passing through the points (2, 3) and (4, 5) 

• (A) ½ 
• (B) 2 
• (C) -½ 
• (D) -2  

Answer: (A) 

What is the equation of the line passing through the point (2, 3) and having a slope of 1/2? 

• (A) y = 1/2x + 2 
• (B) y = 1/2x + 3 
• (C) y = 2x + 1 
• (D) y = 2x + 3  

Answer: (B) 

What is the value of the expression sin(30°) + cos(60°)? 

• (A) 0 
• (B) 1 
• (C) 2 
• (D) 3  

Answer: (A) 

What is the value of the expression tan(45°)? 

• (A) 1 
• (B) 2 
• (C) 3 
• (D) 4  

Answer: (A) 

Find the area of a triangle with a base of 10 cm and a height of 5 cm. 

• (A) 25 cm² 
• (B) 50 cm² 
• (C) 100 cm² 
• (D) 200 cm²  

Answer: (A) 

Find the volume of a cube with a side length of 5 cm. 

• (A) 125 cm³ 
• (B) 250 cm³ 
• (C) 500 cm³ 
• (D) 1000 cm³  

Answer: (A) 

Find the surface area of a sphere with a radius of 5 cm. 

• (A) 300 cm² 
• (B) 314 cm² 
• (C) 600 cm² 
• (D) 614 cm² 

Answer: (C) 

Refer: CUET General Test Question Papers with Solution

Career Prospects after Graduation in Mathematics 

While many students associate a Mathematics degree primarily with engineering, diverse career options are available. Some of these include: 

• Accounting: Involves the examination and preparation of a firm's finances. 
• Statistician: Works with data, designing surveys, and analyzing information. 
• Financial Analyst: Analyzes historical financial trends for insights into a company's financial prospects. 
• Other Options: Data scientist, auditor, medical scientist, programmer, and more. 

Read more: CUET Maths Syllabus 2025

Benefits of Solving CUET Maths Previous Year Question Paper

Solving CUET Math's previous year papers offers several benefits: 

• Perfection: Regular practice leads to perfection, enhancing the chances of success in the CUET exam. 
• Understanding Previous Trends: Identifying patterns in previous years' papers helps candidates focus on frequently repeated topics. 
• Strategic Planning: Solving previous papers aids in developing a strategic approach to the exam, considering the difficulty level of questions. 
• Facing Difficulty: Identifying difficult topics allows candidates to address them in preparation, reducing challenges during the exam. 

Know why: Why CUET Is Important?

Finally, consistent practice with the CUET maths previous year question papers is essential for dedicated preparation for the CUET Maths exam. This process improves problem-solving abilities, boosts confidence, and facilitates strategic planning, paving the way for CUET exam success.

Aside from the immediate goal of admission, this journey provides candidates with invaluable skills transferable to higher education and future professional endeavours, making it a transformative experience with a long-term impact. 

Learn more: CUET Study Plan 2025

Key Takeaways: 

• Solving previous CUET Mathematics question papers is crucial for familiarity, assessment, skill enhancement, time management, and confidence building.
• Understand the CUET Math paper structure with 15 questions in Section A and 35 in Sections B1 and B2.
• For effective preparation, access the CUET Math previous year question paper, including the 2023 version, on the official website.
• Provided sample questions and answers to give insight into potential exam content and difficulty levels.
• A mathematics degree offers diverse career paths, including engineering and accounting, statistics, financial analysis, data science, and more.
• Solving previous papers improves chances of success, identifies trends, aids strategic planning, addresses difficulties, and enhances problem-solving skills for CUET and beyond.