Appearing for the Common University Entrance Test for the Fashion Design programme requires candidates to familiarise themselves with the syllabus for the entrance exam. However, the CUET syllabus varies from one Institute to the next. The CUET fashion designing syllabus 2026 for each university will be released by the National Testing Agency (NTA) at the official website. Candidates who are planning to get admitted to a Fashion design college through the CUET BDes exam should check the CUET subjects for fashion designing beforehand.
Although CUET fashion design subjects vary from institute to institute, the General Test will be a common exam considered by the majority of colleges. Check out the complete listing for the CUET fashion designing syllabus PDF 2026 in the article below.
CUET Fashion Designing Subjects | CUET Fashion Designing Syllabus PDF |
|---|---|
General Test | |
English/Hindi | |
Physics | |
Chemistry | |
Mathematics | |
Biology | |
Home Science | |
Painting, Sculpture, Graphics and Commercial Arts |
Most of the fashion design colleges in India accepting CUET scores offer admission based on the General Test and English. However, many others require candidates to have passed the CUET exam with subjects like Hindi, Home Science, Physics, and Fine Arts. Candidates seeking admission to CUET fashion design colleges 2026 can check the detailed CUET subjects syllabus in the tables below.,
General Knowledge, Current Affairs | General Mental Ability, Numerical Ability |
Quantitative Reasoning (Simple application of basic mathematical concepts: arithmetic/algebra, geometry/mensuration/statistics) | Logical and Analytical Reasoning |
Reading Comprehension - Factual, Narrative, and Literary | Verbal Ability |
Rearranging the parts | Choosing the correct word |
Synonyms and Antonyms | Vocabulary |
Electrostatics | Current Electricity |
Magnetic Effects of Current and Magnetism | Electromagnetic Induction and Alternating Currents |
Electromagnetic Waves | Optics |
Dual Nature of Matter and Radiation | Atoms and Nuclei |
Electronic Devices | Communication Systems |
Solid State | Solutions |
Electrochemistry | Chemical Kinetics |
Surface Chemistry | General Principles and Processes of Isolation of Elements |
p-Block Elements | d and f Block Elements |
Coordination Compounds | Haloalkanes and Haloarenes |
Alcohols, Phenols, and Ethers | Aldehydes, Ketones, and Carboxylic Acids |
Biomolecules | Organic Compounds Containing Nitrogen |
Polymers | Elementary idea (excluding structure) |
Chemistry in Everyday Life |
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CUET entrance exam syllabus for Mathematics is divided into sections. Aspirants can check the section-wise CUET fashion design syllabus for Mathematics in the table attached below.
Topic | Sub-Topics |
Algebra | (i) Matrices and types of Matrices (ii) Equality of Matrices, transpose of a Matrix, Symmetric and Skew Symmetric Matrix (iii) Algebra of Matrices (iv) Determinants (v) Inverse of a Matrix (vi) Solving of simultaneous equations using Matrix Method |
Calculus | (i) Higher order derivatives (ii) Tangents and Normals (iii) Increasing and Decreasing Functions (iv). Maxima and Minima |
Integration and it’s applications | (i) Indefinite integrals of simple functions (ii) Evaluation of indefinite integrals (iii) Definite Integrals (iv). Application of Integration as area under the curve |
Differential Equations | (i) Order and degree of differential equations (ii) Formulating and solving of differential equations with variable separable |
Probability Distributions | (i) Random variables and its probability distribution (ii) Expected value of a random variable (iii) Variance and Standard Deviation of a random variable (iv). Binomial Distribution |
Linear Programming | (i) Mathematical formulation of Linear Programming Problem (ii) Graphical method of solution for problems in two variables (iii) Feasible and infeasible regions (iv). Optimal feasible solution |
Topic | Sub-Topics |
Relations and Functions | Relations and Functions Inverse Trigonometric Functions |
Algebra | Matrices Determinants |
Calculus | Continuity and Differentiability Applications of Derivatives Integrals Applications of the Integrals |
Vectors and three-dimensional geometry | Vector Three-dimensional Geometry Linear Programming Probability |
Topic | Sub-Topics |
Numbers, Quantification, and Numerical Applications | Modulo Arithmetic Congruence Modulo Allegation and Mixture Numerical Problems Boats and Streams Pipes and Cisterns Races and Games Partnership Numerical Inequalities |
Algebra | Matrices and types of matrices Equality of matrices, Transpose of a matrix, Symmetric andSkew symmetric matrix |
Calculus | Higher Order Derivatives Marginal Cost and marginal revenue using derivatives Maxima and Minima |
Probability Distribution | Probability distribution Mathematical expectation Variance |
Index number and time-based data | Index numbers Construction ofIndex numbers Test of Adequacy of Index Numbers |
Population and sample Parameter andStatistics and Statistical Inferences | |
Time series Components ofTime Series Time Series analysis for univariate data | |
Financial Mathematics | Perpetuity, Sinking Funds Valuation of Bonds Calculation of EMI Linear method of Depreciation |
Linear Programming | Introduction and related terminology Mathematical formulation of Linear Programming Problem Different types of Linear Programming Problem Graphical Method of Solution for problems in two Variables Feasible and Infeasible Regions Feasible and infeasible solutions, optimal feasible solution |
Nutrition, Food Science and Technology | Human Development: Lifespan Approach |
Fabric and Apparel | Resource Management |
Communication and Extension | Career Options after Home Science Education |
The Rajasthani and Pahari Schools of Miniature Painting | The Mughal and Deccan schools of miniature painting |
The Bengal School and Cultural Nationalism | The Modern Trends in Indian Art |
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Frequently Asked Questions (FAQs)
Yes, the CUET 2026 syllabus for fashion designing will be released through the official brochure.
Although the majority of fashion design colleges consider CUET English subject scores for admission, there are many colleges that accept other subjects such as general test and fine arts.
CUET official website is exams.nta.ac.in/CUET-UG/.
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