Last Updated: April 2026
CUET Mathematics 2027 (Domain Subject Code: 201) is one of the most scoring domain subjects in CUET UG if you are comfortable with Class 11 and 12 NCERT Mathematics. Unlike JEE Mathematics which demands deep problem-solving, CUET Math tests conceptual clarity and direct application of formulas. This guide covers the complete chapter-wise syllabus and preparation strategy.
CUET Mathematics 2027 — Exam Pattern
| Parameter | Details |
|---|---|
| Subject Code | 201 |
| Total Questions | 50 (attempt any 40) |
| Duration | 45 minutes |
| Marking | +5 correct, -1 wrong |
| Syllabus Base | NCERT Class 11 + Class 12 Mathematics |
| Difficulty | Moderate (NCERT level) |
Chapter-wise Syllabus — Class 11 Mathematics
| Chapter | Topic | Expected Questions | Priority |
|---|---|---|---|
| 1 | Sets | 2 | High |
| 2 | Relations and Functions | 2-3 | High |
| 3 | Trigonometric Functions | 3-4 | Very High |
| 4 | Principle of Mathematical Induction | 1 | Low |
| 5 | Complex Numbers and Quadratic Equations | 2-3 | High |
| 6 | Linear Inequalities | 1-2 | Medium |
| 7 | Permutations and Combinations | 2-3 | High |
| 8 | Binomial Theorem | 2 | High |
| 9 | Sequences and Series | 2-3 | High |
| 10 | Straight Lines | 2 | High |
| 11 | Conic Sections | 2-3 | High |
| 12 | Introduction to 3D Geometry | 1-2 | Medium |
| 13 | Limits and Derivatives | 2-3 | High |
| 14 | Mathematical Reasoning | 1 | Low |
| 15 | Statistics | 1-2 | Medium |
| 16 | Probability (Basic) | 1-2 | Medium |
Chapter-wise Syllabus — Class 12 Mathematics
| Chapter | Topic | Expected Questions | Priority |
|---|---|---|---|
| 1 | Relations and Functions | 2-3 | High |
| 2 | Inverse Trigonometric Functions | 2 | High |
| 3 | Matrices | 2-3 | Very High |
| 4 | Determinants | 2-3 | Very High |
| 5 | Continuity and Differentiability | 3-4 | Very High |
| 6 | Application of Derivatives | 3-4 | Very High |
| 7 | Integrals | 3-4 | Very High |
| 8 | Application of Integrals | 1-2 | Medium |
| 9 | Differential Equations | 2-3 | High |
| 10 | Vector Algebra | 2-3 | High |
| 11 | Three Dimensional Geometry | 2-3 | High |
| 12 | Linear Programming | 1-2 | Medium |
| 13 | Probability (Advanced) | 2-3 | High |
High-Priority Topics (Study These First)
- Calculus (Ch 5-8 of Class 12) — Largest weight block; differentiation, integration, application of derivatives (maxima/minima), area under curves
- Matrices and Determinants — Order of matrix operations, properties of determinants, solving 2×2 and 3×3 systems
- Trigonometry — Identities, inverse trig, equations — appears in both Class 11 and 12
- Coordinate Geometry — Straight lines, conics, 3D geometry — conceptual but formula-intensive
- Probability — Conditional probability, Bayes’ theorem, binomial distribution
- Algebra (Sequences, Binomial, P&C) — Formula-based, high scoring once formulas are memorized
CUET Mathematics Practice MCQs
Q1. If A is a square matrix of order 3 and |A| = 5, then |2A| equals:
(A) 10 (B) 25 (C) 40 (D) 125
Answer: (C) |2A| = 2³ × |A| = 8 × 5 = 40
Q2. The value of ∫₀^(π/2) sin²x dx is:
(A) π/4 (B) π/2 (C) π (D) 1
Answer: (A) π/4 (using the reduction formula for ∫sin²x)
Q3. If P(A) = 0.4, P(B) = 0.3, P(A∩B) = 0.1, then P(A|B) equals:
(A) 1/3 (B) 4/3 (C) 3/4 (D) 1/4
Answer: (A) P(A|B) = P(A∩B)/P(B) = 0.1/0.3 = 1/3
Q4. The number of ways to arrange the letters of the word “MATHEMATICS” is:
(A) 11!/(2!2!2!) (B) 11!/2! (C) 11! (D) 11!/(2!2!)
Answer: (A) MATHEMATICS has 11 letters with M×2, A×2, T×2 repeated — so 11!/(2!2!2!)
Q5. The maximum value of f(x) = sin x + cos x in [0, π/2] is:
(A) 1 (B) √2 (C) 2 (D) 1/√2
Answer: (B) Maximum of sin x + cos x = √2, occurring at x = π/4
Frequently Asked Questions
Is CUET Mathematics compulsory for B.Sc. Mathematics admission at DU?
Yes, for B.Sc. Mathematics (Hons.) and most mathematics-related programs at Delhi University and other central universities, CUET Mathematics (Domain Subject 201) is mandatory. Additionally, most universities require you to have studied Mathematics in Class 12 as a prerequisite.
What is the difficulty level of CUET Mathematics compared to Class 12 boards?
CUET Mathematics is similar in difficulty to CBSE Class 12 board-level questions — slightly easier than CBSE 3-mark questions. If you scored well in your Class 12 Mathematics boards, you are well-positioned for CUET. The key difference is the time pressure: 40 questions in 45 minutes requires faster calculation speed than board exams.
Can I appear for CUET Mathematics without having studied it in Class 12?
NTA allows any Class 12 student to appear for CUET regardless of their board subjects — the eligibility for specific courses is decided by the universities, not CUET. However, most universities offering B.Sc. Mathematics require Mathematics in Class 12 as an eligibility criterion. Check specific university requirements before applying.
How should I allocate time during the CUET Mathematics paper?
With 50 questions to attempt any 40 in 45 minutes, you have approximately 1 minute 7 seconds per question. Strategy: Spend first 2 minutes reading all 50 questions and marking which 40 to attempt. Solve in this order — formula-direct questions (30 sec each), standard application (1 min each), complex calculations (1.5 min each). Leave 5 minutes for review.
Also explore: Free CUET Mock Test | CUET 2027 Syllabus | CUET Online Coaching
