NTA CUET UG 2026 Mathematics (Code 304) | Chapter-Wise Marks Distribution | Most Important Topics | Scoring Strategy
CUET 2026 Mathematics Paper — Quick Reference
| Parameter | Details |
| Subject Name | Mathematics / Applied Mathematics |
| Subject Code | 304 (Mathematics) | 306 (Applied Mathematics) |
| Total Questions | 50 (All Compulsory — No Internal Choice) |
| Exam Duration | 60 Minutes |
| Marking Scheme | +5 Correct | −1 Incorrect | 0 Unattempted |
| Maximum Marks | 250 |
| Exam Mode | Computer-Based Test (CBT) |
| Syllabus Source | NCERT Class 11 & Class 12 Mathematics |
| Overall Difficulty 2026 | Moderate to Difficult |
| Good Attempt Range | 38 – 44 out of 50 |
Note: All 50 questions are compulsory in CUET UG 2026. There is no internal choice as was available in earlier CUET cycles. Plan your attempt strategy accordingly.
CUET Maths Chapter Wise Weightage 2026: Why It Matters
For students targeting undergraduate admissions through CUET UG 2026, Mathematics is one of the highest-stakes domain subjects. Whether you are applying to B.Sc. Mathematics, B.Sc. Statistics, B.Com (Hons.), BBA, B.Tech (at institutions accepting CUET scores), Economics (Hons.), or any other programme that lists Mathematics as a required domain subject, your performance in the CUET 2026 Maths paper directly determines your admission eligibility and merit ranking.
Understanding the CUET Maths chapter wise weightage for 2026 is the single most important step in optimising your preparation. With only 60 minutes and 50 compulsory questions, every chapter you master adds scoring leverage — and every chapter you neglect represents a direct loss of five marks per missed question. This detailed guide by cuet-nta.com breaks down the complete chapter-wise marks distribution, identifies the highest-priority topics from CUET 2024 and 2025 trend analysis, and provides an actionable preparation strategy to maximise your CUET 2026 Mathematics score.
CUET 2026 Mathematics Syllabus: Units & Chapters at a Glance
The CUET UG 2026 Mathematics syllabus (Code 304) is drawn directly from the NCERT Class 11 and Class 12 Mathematics textbooks. NTA has divided the syllabus into eight units, covering all major branches of Class 12 Mathematics along with selected Class 11 topics. Understanding this unit structure is the foundation for chapter-wise weightage analysis.
| Unit No. | Unit Name | Class | Key Chapters Included |
| Unit I | Relations and Functions | Class 12 | Relations & Functions, Inverse Trig Functions |
| Unit II | Algebra | Class 12 | Matrices, Determinants |
| Unit III | Calculus | Class 12 | Continuity & Differentiability, Applications of Derivatives, Integrals, Applications of Integrals, Differential Equations |
| Unit IV | Vectors & 3D Geometry | Class 12 | Vectors, 3-Dimensional Geometry |
| Unit V | Linear Programming | Class 12 | Linear Programming Problems |
| Unit VI | Probability | Class 12 | Probability (Bayes Theorem, Distributions) |
| Unit VII | Sets, Relations & Functions | Class 11 | Sets, Relations, Functions |
| Unit VIII | Sequences, Mathematical Reasoning | Class 11 | Sequences & Series, Mathematical Reasoning, Statistics |
CUET Maths Chapter Wise Weightage 2026: Complete Marks Distribution
The table below presents the expected chapter-wise weightage for CUET 2026 Mathematics based on NTA’s official syllabus, CUET 2024–2025 question paper trend analysis, and subject expert projections. The Priority Level column categorises each chapter as High, Medium, or Low — this directly guides your time allocation strategy.
Legend: HIGH = Must-master chapters | MED = Important but lower frequency | LOW = Cover if time permits
CLASS 12 CHAPTERS — PRIMARY WEIGHTAGE SOURCE
| Chapter / Topic | Unit | Expected Questions | Expected Marks | Priority |
| Integrals (Indefinite & Definite) | Calculus (Unit III) | 6 – 8 | 30 – 40 | HIGH ★★★ |
| Applications of Derivatives | Calculus (Unit III) | 4 – 6 | 20 – 30 | HIGH ★★★ |
| Matrices & Determinants | Algebra (Unit II) | 4 – 6 | 20 – 30 | HIGH ★★★ |
| Probability | Unit VI | 4 – 5 | 20 – 25 | HIGH ★★★ |
| Continuity & Differentiability | Calculus (Unit III) | 3 – 5 | 15 – 25 | HIGH ★★★ |
| Vectors | Unit IV | 3 – 4 | 15 – 20 | HIGH ★★★ |
| 3-Dimensional Geometry | Unit IV | 3 – 4 | 15 – 20 | HIGH ★★★ |
| Relations & Functions | Unit I | 2 – 3 | 10 – 15 | MED ★★ |
| Inverse Trigonometric Functions | Unit I | 1 – 2 | 5 – 10 | MED ★★ |
| Differential Equations | Calculus (Unit III) | 2 – 3 | 10 – 15 | MED ★★ |
| Applications of Integrals | Calculus (Unit III) | 1 – 2 | 5 – 10 | MED ★★ |
| Linear Programming | Unit V | 1 – 2 | 5 – 10 | MED ★★ |
CLASS 11 CHAPTERS — SUPPORTING WEIGHTAGE
| Chapter / Topic | Unit | Expected Questions | Expected Marks | Priority |
| Sequences & Series | Unit VIII | 2 – 3 | 10 – 15 | HIGH ★★★ |
| Sets | Unit VII | 1 – 2 | 5 – 10 | MED ★★ |
| Relations & Functions | Unit VII | 1 – 2 | 5 – 10 | MED ★★ |
| Statistics | Unit VIII | 1 – 2 | 5 – 10 | MED ★★ |
| Mathematical Reasoning | Unit VIII | 1 – 2 | 5 – 10 | LOW ★ |
| Permutations & Comb. | Class 11 | 1 – 2 | 5 – 10 | MED ★★ |
| Binomial Theorem | Class 11 | 1 – 2 | 5 – 10 | MED ★★ |
★★★ High Priority: 4+ expected questions | ★★ Medium Priority: 2–3 expected questions | ★ Lower Priority: 1–2 expected questions. All estimates based on CUET 2024–2025 analysis and NTA syllabus patterns.
CUET Maths 2026: Unit-Wise Percentage Weightage Breakdown
The pie-chart equivalent in table form — showing what percentage share each unit holds in the CUET 2026 Mathematics paper based on trend data:
| Unit | Unit Name | Approx. % Weightage | Expected Questions (out of 50) |
| Unit III | Calculus | 35 – 40% | 17 – 20 |
| Unit II | Algebra (Matrices & Det.) | 10 – 12% | 5 – 6 |
| Unit IV | Vectors & 3D Geometry | 12 – 14% | 6 – 7 |
| Unit VI | Probability | 8 – 10% | 4 – 5 |
| Unit I | Relations & Functions | 6 – 8% | 3 – 4 |
| Unit VIII | Sequences, Stats, Reasoning | 8 – 10% | 4 – 5 |
| Unit V | Linear Programming | 4 – 6% | 2 – 3 |
| Unit VII | Sets, Rel. & Func. (Cl. 11) | 6 – 8% | 3 – 4 |
Key Insight: Calculus alone accounts for 35–40% of the CUET 2026 Mathematics paper. Mastering all five Calculus chapters — Continuity & Differentiability, Applications of Derivatives, Integrals, Applications of Integrals, and Differential Equations — is the single highest-return investment in your CUET Maths preparation.
High-Priority Chapter Analysis: CUET Maths 2026
1. Integrals — Highest Weightage Chapter (6–8 Questions)
Integrals is consistently the single highest-weightage chapter in CUET Mathematics, contributing 6 to 8 questions across recent cycles. Both indefinite and definite integrals are tested, along with integration techniques such as substitution, partial fractions, integration by parts, and specific standard formulas.
| Sub-Topic within Integrals | Question Frequency | Difficulty |
| Integration by Substitution | High | Easy to Moderate |
| Integration by Parts | High | Moderate |
| Integration using Partial Fractions | Medium | Moderate |
| Definite Integrals (Properties) | High | Moderate |
| Standard Integration Formulas | High | Easy |
| Definite Integral as Limit of Sum | Low | Difficult |
- Master all standard integration formulas first — these yield direct, fast answers.
- Practise integration by parts using the ILATE rule systematically for all standard function combinations.
- Definite integral property questions — especially those with symmetric limits — are consistently tested and are high-scoring with formula knowledge.
2. Applications of Derivatives — 4–6 Questions
This chapter tests the application of differentiation concepts to real-world mathematical problems — finding maxima and minima, rate of change, increasing/decreasing functions, tangent and normal equations, and approximations. Questions here reward candidates who understand the conceptual application rather than formula memorisation alone.
| Sub-Topic | Frequency | Difficulty |
| Increasing / Decreasing Functions | High | Easy to Moderate |
| Maxima & Minima (First/Second Derivative Test) | High | Moderate |
| Tangent & Normal to a Curve | Medium | Moderate |
| Rate of Change of Quantities | Medium | Easy to Moderate |
| Approximations | Low | Easy |
- Maxima and minima problems — both closed interval method and first/second derivative tests — must be practised extensively.
- Increasing/decreasing function questions using sign analysis of f'(x) are direct and fast-scoring.
3. Matrices & Determinants — 4–6 Questions
Matrices and Determinants form the backbone of the Algebra unit in CUET 2026. Questions range from basic matrix operations (addition, multiplication, transpose) to finding determinants using cofactor expansion, calculating inverses using the adjoint method, and solving systems of equations using Cramer’s Rule or matrix method.
| Sub-Topic | Frequency | Difficulty |
| Matrix Operations (Add, Multiply, Transpose) | High | Easy |
| Determinant Calculation (2×2, 3×3) | High | Easy to Moderate |
| Inverse of a Matrix (Adjoint Method) | High | Moderate |
| System of Linear Equations (Matrix Method) | Medium | Moderate |
| Properties of Determinants | Medium | Moderate |
| Skew-Symmetric & Symmetric Matrices | Medium | Easy |
- Matrix multiplication and determinant expansion are the most frequently tested — practise until these are instinctive and fast.
- Solving equations using matrix method (AX = B, X = A⁻¹B) is a guaranteed 1–2 question set in most CUET Maths papers.
4. Probability — 4–5 Questions
Probability in CUET 2026 Mathematics goes beyond basic probability into Conditional Probability, Bayes’ Theorem, and Probability Distributions (Binomial Distribution). This chapter is one where formula clarity and practised application translate directly into marks.
| Sub-Topic | Frequency | Difficulty |
| Conditional Probability | High | Moderate |
| Bayes’ Theorem | High | Moderate to Difficult |
| Independent Events | Medium | Easy to Moderate |
| Binomial Distribution | High | Moderate |
| Mean & Variance of Random Variable | Medium | Moderate |
| Total Probability Theorem | Medium | Moderate |
- Bayes’ Theorem questions follow a predictable structure — practise the three-box/partition format until it becomes second nature.
- Binomial Distribution — identifying n, p, q correctly and applying the formula — is a reliable source of direct marks.
5. Vectors & 3D Geometry — 6–8 Combined Questions
Vectors and Three-Dimensional Geometry are treated as a combined unit in CUET 2026 and together contribute 6 to 8 questions — making this the second-highest contributing unit after Calculus. Both chapters have strong formula dependencies, and candidates who have these memorised and practised can score efficiently here.
| Sub-Topic | Chapter | Frequency | Difficulty |
| Dot Product & Cross Product | Vectors | High | Easy to Moderate |
| Magnitude & Direction Cosines | Vectors | Medium | Easy |
| Projection of Vectors | Vectors | Medium | Moderate |
| Equation of Lines in 3D | 3D Geometry | High | Moderate |
| Equation of Planes | 3D Geometry | High | Moderate |
| Angle Between Lines / Planes | 3D Geometry | High | Moderate |
| Distance of a Point from a Plane | 3D Geometry | Medium | Moderate |
| Shortest Distance Between Two Lines | 3D Geometry | Medium | Moderate to Difficult |
- Memorise all standard vector formulas (dot product, cross product, scalar triple product) and 3D Geometry equations (line, plane) before attempting practice problems.
- Angle between lines/planes and distance of a point from a plane are the most consistently tested 3D Geometry question types in CUET.
Medium-Priority Chapters: CUET Maths 2026
While the five high-priority chapters above should receive 60–65% of your preparation time, the following medium-priority chapters collectively contribute 12 to 16 questions and must not be neglected. Each of these is achievable with focused chapter-level revision.
| Chapter | Expected Questions | Key Topics to Focus On |
| Continuity & Differentiability | 3 – 5 | Chain rule, implicit differentiation, log differentiation, mean value theorem |
| Relations & Functions (Cl. 12) | 2 – 3 | Types of relations, one-one/onto functions, composition of functions |
| Inverse Trigonometric Functions | 1 – 2 | Principal values, standard formulas, simplification problems |
| Differential Equations | 2 – 3 | Variable separable, homogeneous, linear first-order DEs |
| Applications of Integrals | 1 – 2 | Area between curves, area under curves |
| Linear Programming | 1 – 2 | Graphical method, feasible region, objective function optimisation |
| Sequences & Series | 2 – 3 | AP, GP, sum formulas, sum of n terms, sum of squares/cubes |
| Permutations & Combinations | 1 – 2 | nPr, nCr formulas, word arrangement, selection problems |
| Binomial Theorem | 1 – 2 | General term, middle term, coefficient problems |
| Sets (Class 11) | 1 – 2 | Union, intersection, De Morgan’s laws, Venn diagrams |
| Statistics (Class 11) | 1 – 2 | Mean, median, mode, standard deviation, variance |
CUET Maths Chapter Weightage: 2024 vs 2025 vs 2026 Trend Analysis
Tracking year-on-year shifts in chapter weightage reveals which topics NTA has consistently prioritised and which have seen variation — a critical data point for targeted preparation.
| Chapter | CUET 2024 (Approx.) | CUET 2025 (Approx.) | CUET 2026 (Expected) | Trend |
| Integrals | 7 Qs | 6 Qs | 6 – 8 Qs | Consistently High |
| Applications of Derivatives | 5 Qs | 5 Qs | 4 – 6 Qs | Stable |
| Matrices & Determinants | 5 Qs | 4 Qs | 4 – 6 Qs | Stable to Increasing |
| Probability | 4 Qs | 5 Qs | 4 – 5 Qs | Stable |
| Vectors | 3 Qs | 4 Qs | 3 – 4 Qs | Slightly Increasing |
| 3D Geometry | 3 Qs | 4 Qs | 3 – 4 Qs | Slightly Increasing |
| Continuity & Differentiability | 3 Qs | 4 Qs | 3 – 5 Qs | Increasing |
| Sequences & Series | 2 Qs | 2 Qs | 2 – 3 Qs | Stable |
| Differential Equations | 2 Qs | 2 Qs | 2 – 3 Qs | Stable |
| Linear Programming | 2 Qs | 2 Qs | 1 – 2 Qs | Stable to Slight Decline |
| Inverse Trig. Functions | 2 Qs | 1 Qs | 1 – 2 Qs | Variable |
| Relations & Functions | 2 Qs | 2 Qs | 2 – 3 Qs | Stable |
Trend Insight: Calculus chapters — especially Integrals and Continuity & Differentiability — have either held steady or increased in weightage across the last three CUET cycles. Vectors and 3D Geometry together show a mild upward trend. Linear Programming shows a slight decline but remains a reliable 1–2 question source.
CUET Maths 2026: Marking Scheme & Score Optimisation
| Scenario | Marks | Strategic Note |
| Correct Answer | +5 | Attempt only when confident |
| Incorrect Answer | −1 | One wrong attempt costs you one correct attempt’s equivalent |
| Unattempted | 0 | Safe choice for uncertain questions |
| 40 Correct + 10 Wrong | 200 − 10 = 190 | Good competitive score |
| 44 Correct + 6 Wrong | 220 − 6 = 214 | Excellent — top percentile |
| 38 Correct + 0 Wrong | 190 | Safe high-accuracy strategy |
| 50 Correct + 0 Wrong | 250 | Perfect score |
60-Minute Time Allocation Strategy — CUET Maths 2026
| Section Priority | Chapters | Recommended Time | Target Questions |
| Tier 1 (Highest ROI) | Integrals, App. of Derivatives, Matrices | 20 – 22 min | 16 – 20 Qs |
| Tier 2 (High ROI) | Probability, Vectors, 3D Geometry | 15 – 18 min | 10 – 13 Qs |
| Tier 3 (Medium ROI) | Continuity & Differentiability, Sequences, Relations | 12 – 14 min | 8 – 10 Qs |
| Tier 4 (Buffer) | Remaining chapters, review uncertain Qs | 8 – 10 min | 4 – 8 Qs |
Strategy Tip: Sequence your attempt in order of chapter confidence — start with your strongest high-weightage chapter to build early momentum and bank marks. Never spend more than 90 seconds on a single question during the first pass; mark it for review and return if time permits.
CUET Maths 2026 Chapter-Wise Preparation Strategy
Phase 1: Foundation Building (4–5 Weeks Before Exam)
- Begin with NCERT Class 12 Mathematics — solve all examples, solved problems, and exercises chapter by chapter, prioritising high-weightage chapters first (Integrals, Applications of Derivatives, Matrices, Probability).
- For each chapter, create a formula sheet listing all standard results, identities, and theorems — refer to this sheet daily during revision.
- Do not skip Class 11 chapters entirely — Sequences & Series, Sets, Permutations, and Binomial Theorem each contribute 1–2 questions.
- Time yourself during NCERT exercises — CUET requires 60 minutes for 50 questions, so building calculation speed from the start is essential.
Phase 2: Question Practice & Pattern Recognition (3–4 Weeks Before Exam)
- Attempt CUET 2024 and CUET 2025 previous year Mathematics question papers in full, simulating exam conditions (60 minutes, no breaks).
- After each mock, analyse errors by chapter — identify whether mistakes stem from formula gaps, conceptual misunderstanding, or calculation errors, and address each root cause separately.
- Practise chapter-wise question banks for Integrals — this is the single highest-return practice activity for CUET Maths preparation.
- For Probability, practise Bayes’ Theorem problems using at least 20 to 30 varied examples before the exam.
Phase 3: Revision, Mock Tests & Final Polishing (1–2 Weeks Before Exam)
- Complete two to three full-length CUET Mathematics mock tests under strict exam conditions — 60 minutes, CBT interface simulation if available.
- On the final week, revise only your formula sheets and rework previously incorrect questions — do not introduce new topics.
- Review your high-priority chapter formula sheets on the morning of the exam for a last-minute confidence refresh.
- Aim to attempt all 50 questions — for questions you are unsure about, eliminate clearly wrong options and make an educated attempt rather than leaving a guaranteed zero.
Best Books & Resources for CUET Maths 2026 Preparation
| Resource | Purpose | Priority |
| NCERT Class 12 Mathematics (Part I & II) | Primary syllabus coverage — all chapters | Essential |
| NCERT Class 11 Mathematics | Unit VII & VIII chapters | Important |
| NCERT Exemplar Problems — Class 12 Maths | Higher-order and application-type questions | High |
| CUET 2024 & 2025 Previous Year Papers | Paper pattern, chapter frequency analysis | Essential |
| cuet-nta.com Chapter-Wise Practice Sets | Targeted topic-wise question practice | Highly Recommended |
| RD Sharma / RS Aggarwal (Select Chapters) | Additional Integrals & Calculus practice | Supplementary |
Resource Note: NCERT is non-negotiable for CUET Maths — the paper is designed entirely within the NCERT framework. All other resources are supplementary. Do not substitute NCERT with shortcuts or condensed notes during primary preparation.
CUET Maths 2026: Expected Score Benchmarks & University Cut-Offs
While official CUET 2026 Mathematics cut-offs are published by individual universities after the result, the following indicative benchmarks are based on historical CUET admission data and 2026 paper difficulty projections:
| Score Range | Performance Level | University Admission Prospect |
| 225 – 250 | Outstanding | DU (Top Colleges), JMI, BHU, NLU — Elite B.Sc. / B.Com Hons. |
| 200 – 224 | Excellent | DU (Mid-Tier), Leading Central Universities — B.Sc. Maths / Stats |
| 175 – 199 | Good | State Central Universities, NIT-affiliated programmes |
| 150 – 174 | Average | Private Universities accepting CUET scores |
| Below 150 | Below Avg. | Limited options — strategic re-attempt recommended |
Disclaimer: Score ranges above are indicative estimates based on historical CUET data. Official cut-offs must be verified at respective university admission portals after CUET 2026 result declaration.
Conclusion: CUET Maths Chapter Wise Weightage 2026 — Final Takeaways
The CUET Maths chapter wise weightage for 2026 points to a clear, data-driven preparation priority: master Calculus first (especially Integrals and Applications of Derivatives), build strong foundations in Matrices, Probability, Vectors, and 3D Geometry, and round off preparation with medium-priority chapters. The removal of internal choice in CUET 2026 makes comprehensive chapter coverage more important than in previous cycles — there is no longer the option to bypass your weaker topics.
With a focused, NCERT-driven preparation plan anchored to this chapter-wise weightage analysis, targeting 200+ marks in CUET 2026 Mathematics is an achievable goal for dedicated aspirants. Stay updated with the latest CUET 2026 paper analysis, answer keys, result dates, and chapter-wise practice material exclusively at cuet-nta.com — your complete CUET UG 2026 resource.
Frequently Asked Questions
Integrals is the highest-weightage chapter in CUET 2026 Mathematics, contributing an estimated 6 to 8 questions (30–40 marks). Calculus as a whole — covering Integrals, Applications of Derivatives, Continuity & Differentiability, Differential Equations, and Applications of Integrals — accounts for approximately 35 to 40% of the entire paper.
The CUET UG 2026 Mathematics paper (Code 304) draws primarily from the Class 12 NCERT syllabus — approximately 75 to 80% of questions are Class 12 based. The remaining 20 to 25% comes from select Class 11 chapters including Sequences & Series, Sets, Relations & Functions, Permutations & Combinations, and Binomial Theorem.
Calculus (Unit III) is expected to contribute approximately 17 to 20 questions out of 50 in the CUET 2026 Mathematics paper. This includes questions from Continuity & Differentiability, Applications of Derivatives, Integrals, Applications of Integrals, and Differential Equations.
Linear Programming is a lower-weightage chapter with an expected contribution of just 1 to 2 questions. While skipping it entirely is a valid strategy if time is severely constrained, the chapter is relatively straightforward once the graphical method is understood. Spending 2 to 3 focused revision sessions on it is sufficient for securing these 5 to 10 marks without significant time investment.
Yes. CUET UG 2026 removed the internal choice provision that existed in CUET 2024 and 2025. All 50 questions in the Mathematics paper are now compulsory, with a marking scheme of +5 for correct and −1 for incorrect responses. Unattempted questions carry zero marks.
Targeting 38 to 44 questions with 85%+ accuracy is the optimal strategy for most candidates given the negative marking. Attempting 40 correct questions and leaving 10 unattempted yields 200 marks — a highly competitive score. Attempting all 50 with uncertain answers risks unnecessary negative marking losses.
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