CUET Maths Previous Year Question Paper 2025, Download PDF, Check PYQs for Practice

The National Testing Agency (NTA) is going to conduct the CUET Maths exam on any day from May 8 to June 01, 2025. The CUET UG Math question paper 2025 can be accessed on this page after the exam day along with the solutions. While the official CUET Maths question paper is issued during the result time, we provide the memory-based questions on the same day when the exam took place. Students can use the CUET Maths previous year question paper provided below for practice.

CUET Maths Question Paper 2025

The CUET Maths Question Paper 2025 with answers is made available by the Adda247 team after the exam ends. The CUET Maths 2025 memory-based paper is very crucial for the students who are going to take this admission exam next year. The current students can also use the questions and their solutions to know how much marks they are scoring.

CUET Maths Syllabus

CUET UG Maths Question Paper 2025 Highlights

CUET UG Maths Question paper 2025 has a good balance of practical and theoretical questions. The paper is conducted in offline mode. The CUET Maths 2024 question paper PDF with detailed solutions will be provided here soon. The questions asked in the Maths question paper of the CUET 2024 exam stress students’ logical reasoning and critical thinking. Get a brief overview of the CUET Maths paper below.

CUET Previous Year Question Paper

CUET UG Maths Paper Pattern

The CUET UG Maths question paper is crafted as a way to master applying mathematical concepts to real-world contexts. These questions also increase the problem-solving ability of the students. The CUET UG maths exam pattern 2025 was recently revised by the authority. Check the revised exam pattern below.

CUET Maths Question Paper 2025 PDF

The NTA CUET UG Maths Question paper is completely based on the given CUET syllabus by the Common Unversity Entrance exam authority. This Maths paper is designed to test applicants’ knowledge in various topics such as calculus, algebra, probability, relations and functions, and linear programming to admit them to different UG courses. Students can download the CUET UG Mathematics question paper 2025 pdf in this section.

CUET Maths Question paper Analysis

The previous year CUET UG math question paper analysis reveals that the question paper consisted of the following questions from different topics.

• 3-4 questions on Matrices
• 3-4 questions on Integration
• 2-3 questions on Probability Distributions
• 2-3 questions on Linear Programming
• 3-4 questions on Differential Equations
• 2-3 questions on Determinants
• 5-6 questions on Relations and Functions
• 3-4 questions on Three-dimensional Geometry
• 3-4 questions on Probability
• 3-4 questions on Vectors
• 2-3 questions on the Application of Integrals
• Questions on Inverse Trigonometry
• Questions on the Application of Derivatives
• 4-5 questions on Continuity and Differentiability
• 4-5 questions on Inverse of matrices

CUET Maths Question Paper PDF Download Previous Year

Students are early waiting for the CUET mathematics questions with answers pdf, so that can they match the answers and calculate a rough score. We have provided the Math question paper PDF of the CUET UG 2024 exam and previous years here-

CUET Maths Question Paper (Previous Year)

CUET Maths Question Paper 2024: Sections

The CUET maths Question paper sections with their question type, for examples are tabulated below.

Section:	COMPULSORY	COMPULSORY	COMPULSORY	COMPULSORY	COMPULSORY
Item No:	1	2	3	5	6
Question ID:	481321	481322	481323	481325	481326
Question Type:	MCQ	MCQ	MCQ	MCQ	MCQ
Question:
A:	1	injective	1	1/2	x-1
B:	-1	surjective	1/2	-1/3	x+1
C:	0	Neither injective nor surjective	0	2/3	2x^2 + 1
D:	2	Surjective and injective	2	-2/3	x^3+1

Section:	COMPULSORY	COMPULSORY	COMPULSORY	COMPULSORY
Item No:	8	9	10	12
Question ID:	481328	481329	4813210	4813212
Question Type:	MCQ	MCQ	MCQ	MCQ
Question:	A homogeneous differential equation of the form x dx dy = g can be solved by making the substitution:
A:	Y = vx	5	1/5	12 km
B:	V = yx	10	2/7	11 km
C:	X = vy	12	2/5	20 km
D:	X = v	16	3/5	10 km

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