If you’re preparing for the CUET BBA exam, it’s essential to get a solid grasp of the CUET BBA Syllabus 2025. Knowing the key topics and subjects covered in the exam will help you focus your preparation effectively. The CUET UG 2025 is expected to take place between May and June, 2025, so it’s time to kickstart your studies if you haven’t already.
The CUET BBA syllabus 2025 outlines all the important chapters and subtopics you need to cover to ace the exam. A clear understanding of the syllabus will not only boost your confidence but also help you create a smart and effective study plan. To make things easier, we’ve provided a detailed breakdown of the domain-specific subjects included in the CUET BBA syllabus below.
Table of Contents
CUET Exam Pattern 2025
CUET exam consists of three sections which are mentioned in the table below.
| Sections | Details |
| Section IA/IB | 13 LanguagesReading Comprehension (based on several sorts of passages–Factual, Literary, and Narrative) will be used to assess language skills. |
| Section II | 23 Domain-specific Subjects based on CBSE Class 12th syllabus |
| Section III | General Test |
CUET BBA Syllabus 2025 for Business Studies
| CUET BBA Syllabus 2025 for Business Studies |
| Chapter I: Nature and Significance of Management |
| Chapter II: Principles of Management |
| Chapter III: Business Environment |
| Chapter IV: Planning |
| Chapter V: Organising |
| Chapter VI: Staffing |
| Chapter VII: Directing |
| Chapter VIII: Controlling |
| Chapter IX: Business Finance |
| Chapter X: Financial Markets |
| Chapter XI: Marketing |
| Chapter XII: Consumer Protection |
| Chapter XIII: Entrepreneurship Development |
CUET BBA Syllabus 2025 for Accountancy
Aspirants can read the complete syllabus for Accountancy for the CUET exam provided below.
Accounting for Not-for-Profit Organisations and Partnership Firms
Chapter I: Accounting Not-for-Profit Organisation
Chapter II: Accounting for Partnership
Chapter III: Reconstitution of Partnership
Chapter IV: Dissolution of Partnership Firm
Chapter V: Accounting for Share and Debenture Capital
Chapter VI: Analysis of Financial Statements
Chapter VII: Statement of Changes in Financial Position
Computerized Accounting System
Chapter I: Overview of Computerised Accounting System
Chapter II: Using Computerised Accounting System
Chapter III: Accounting Using Database Management System (DBMS)
Chapter IV: Accounting Applications of Electronic Spreadsheet
CUET BBA Syllabus 2025 for Economics
Aspirants can read the complete syllabus for Economics for the CUET exam provided below.
Chapter I: Introduction to Microeconomics
Chapter II: Consumer Behaviour and Demand
Introductory Macroeconomics
Chapter III: National Income and Related Aggregates — Basic Concepts and Measurement
Chapter IV: Determination of Income and Employment
Chapter V: Money and Banking
Chapter VI: Government Budget and the Economy
Chapter VII: Balance of Payments
Indian Economic Development
Chapter VIII: Development Experience (1947-90) and Economic Reforms since 1991
Chapter IX: Current challenges facing the Indian Economy
Chapter X: Development Experience of India
CUET BBA Syllabus For Mathematics/Applied Mathematics
Aspirants can read the complete syllabus for mathematics for the CUET exam provided below.
| Mathematics Syllabus Section A | |
| Chapters | Subtopics |
| Chapter 1. Algebra | (i) Matrices and types of Matrices (ii) Symmetric and Skew Symmetric Matrix, Equality of Matrices, and Transpose of a Matrix (iii) Algebra of Matrices (iv) Determinants (v) Inverse of a Matrix (vi) Matrix Method to Solve Simultaneous Equations |
| Chapter 2. Calculus | (i) Higher order derivatives (ii) Tangents and Normals (iii) Increasing and Decreasing Functions (iv). Maxima and Minima |
| Chapter 3. Integration and its Applications | (i) Indefinite integrals of simple functions (ii) Evaluation of indefinite integrals (iii) Definite Integrals (iv). Application of Integration as area under the curve |
| Chapter 4. Differential Equations | (i) Degree and Order of differential equations (ii) Formulating and solving of differential equations with variable separable |
| Chapter 5. Probability Distributions | (i) Random variables and its probability distribution (ii) Expected value of a random variable (iii) Standard Deviation and Variance of a random variable (iv) Binomial Distribution |
| Chapter 6. Linear Programming | (i) Mathematical formulation of Linear Programming Problem (ii) Solving problems in two variables using Graphical Method (iii) Feasible and infeasible regions (iv). Optimal feasible solution |
| Mathematics Syllabus Section B1 | |
| Chapters | Subtopics |
| CHAPTER I: Relations and Functions | 1. Relations and Functions 2. Inverse Trigonometric Functions |
| CHAPTER II: Algebra | 1. Matrices 2. Determinants |
| CHAPTER III: Calculus | 1. Continuity and Differentiability 2. Applications of Derivatives 3. Integrals 4. Applications of the Integrals 5. Differential Equations |
| CHAPTER IV: Vectors and Three Dimensional Geometry | 1. Vectors 2. Three-dimensional Geometry |
| CHAPTER V: Linear Programming | |
| CHAPTER VI: Probability | |
| Mathematics Syllabus Section B2 | |
| Chapters | Subtopics |
| Chapter I: Numbers, Quantification and Numerical Applications | 1. Modulo Arithmetic 2. Congruence Modulo 3. Allegation and Mixture 4. Numerical Problems 5. Boats and Streams 6. Pipes and Cisterns 7. Races and Games 8. Partnership 9. Numerical Inequalities |
| CHAPTER II: ALGEBRA | 1. Matrices and types of Matrices 2. Equality of matrices, Transpose of a matrix, Symmetric and Skew symmetric matrix |
| CHAPTER III: CALCULUS | 1. Higher Order Derivatives 2. Marginal Cost and Marginal Revenue using Derivatives 3. Maxima and Minima |
| CHAPTER IV: PROBABILITY DISTRIBUTIONS | 1. Probability Distribution 2. Mathematical Expectation 3. Variance |
| CHAPTER V: INDEX NUMBERS AND TIME BASED DATA | 1. Index Numbers 2. Construction of Index numbers 3. Test of Adequacy of Index Numbers |
| CHAPTER VI: INDEX NUMBERS AND TIME BASED DATA | 1. Population and Sample 2. Parameter and Statistics and Statistical Interferences |
| CHAPTER VII: INDEX NUMBERS AND TIME-BASED DATA | 1. Time Series 2. Components of Time Series 3. Time Series analysis for univariate data |
| CHAPTER VIII: FINANCIAL MATHEMATICS | 1. Perpetuity, Sinking Funds 2. Valuation of Bonds 3. Calculation of EMI 4. Linear method of Depreciation |
| CHAPTER IX: LINEAR PROGRAMMING | 1. Introduction and related terminology 2. Mathematical formulation of Linear Programming Problem 3. Different types of Linear Programming Problems 4. Graphical Method of Solution for problems in two Variables 5. Feasible and infeasible Regions 6. Feasible and infeasible solutions, optimal feasible solution |
CUET BBA Syllabus 2025 FAQs
Is BBA available through CUET?
Yes, BBA is available through CUET (Common University Entrance Test). CUET has become a mandatory entrance exam for admission to all undergraduate programs, including BBA/BMS, offered by participating universities across India.
Is CUET for BBA difficult?
CUET is a highly competitive exam with a challenging success rate. For instance, in 2024, out of 8,22,518 candidates who appeared for the English section, only 1,683 scored a perfect 200/200. Similarly, in the General Test, only one candidate scored 244/250 out of 7,09,066 test-takers. This highlights the level of competition, so thorough preparation is key.
How can I prepare for CUET BBA?
To crack CUET for BBA, start by creating a well-structured study plan. Focus on completing the CUET syllabus first, then dedicate time to revision. Practice is crucial—solve as many mock tests, previous years’ question papers, and sample papers as possible. This will help you understand the exam pattern, improve time management, and identify your strengths and weaknesses.
Can I pursue BBA through CUET without Math?
Absolutely! While some universities may require Math as a core subject for BBA, many institutions offer BBA programs without it. You can still explore exciting career paths in fields like marketing, human resources, operations, and more, even without a Math background.
