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How to get Admission in B.tech through CUET 2025 FAQs
Q. 1: Can I get admission to IITs or NITs through CUET 2025?
Ans. No, IITs and NITs admit students through JEE Advanced and JEE Main, not CUET.
Q.2: What is the minimum CUET score required for B.Tech admission?
Ans. The required score varies by university and specialization. Each university will release its cut-off marks after results.
Q.3: How many universities accept CUET scores for B.Tech?
Ans. More than 250 universities, including DU, BHU, JMI, and AMU, accept CUET scores for B.Tech admissions.
Q.4: Is CUET easier than JEE?
Ans. Yes, CUET is generally easier than JEE, as it focuses on NCERT-based questions with a moderate difficulty level.
How to get Admission in B.tech through CUET 2025?, Syllabus, Important Tips To Crack CUET
CUET 2025 offers B.Tech admission in top universities. Check eligibility, application process, and important dates. Secure your seat through CUET scores.
Ananya Gupta21 Feb, 2025
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How to get Admission in B.tech through CUET 2025?: The Common University Entrance Test (CUET) 2025 has become a crucial gateway for students aspiring to pursue a Bachelor of Technology (B.Tech) from top central, state, and private universities in India. Conducted by the National Testing Agency (NTA), CUET provides a single-window entrance exam for various undergraduate programs, including engineering. Many prestigious universities, such as Delhi University (DU), Banaras Hindu University (BHU), and the Central University of Haryana, offer B.Tech admissions based on CUET scores. If you are planning to pursue a B.Tech degree through CUET 2025, understanding the eligibility criteria, exam pattern, and admission process is essential.
What is CUET 2025?
The Common University Entrance Test (CUET) 2025 is a national-level entrance exam for admission to undergraduate courses, including B.Tech programs. The exam is conducted by NTA in May and provides a single entrance test for over 250 universities, including central, state, deemed, and private universities across India. By appearing for CUET 2025, students can apply to multiple universities using a single exam score, reducing the need to take multiple entrance tests. This streamlined process makes college admissions more accessible and efficient for engineering aspirants.
CUET 2025: B.Tech Admission Process
To get admission into B.Tech programs through CUET 2025, students must follow these steps:
Educational Qualification: Candidates must have passed or appeared in Class 12 or an equivalent exam in 2025.
Subject Requirements: Candidates must have studied Physics, Chemistry, and Mathematics (PCM) in Class 12.
Minimum Marks: The minimum percentage required varies from university to university. Some institutions require at least 50-60% in PCM subjects.
Age Limit: There is no specific age limit for CUET, but some universities may have age restrictions.
Step 2: Register for CUET 2025
The application process for CUET 2025 includes:
Visit the official CUET website (https://cuet.samarth.ac.in/).
Click on "New Registration" and enter your details.
Fill out the application form with personal and academic information.
Upload required documents, such as a photograph, signature, and Class 10 & 12 mark sheets.
Pay the application fee online through UPI, net banking, or credit/debit card.
Submit the form and download the confirmation page for future reference.
Step 3: Select the Right Subjects
For B.Tech admissions, candidates should select the following subjects while filling out the CUET 2025 application form:
Physics (Domain-Specific Subject)
Mathematics (Domain-Specific Subject)
Chemistry/Biology/Computer Science (Depending on the university's requirement)
General Test (Some universities may require this section)
Different universities have different subject requirements, so students should check the specific eligibility of the desired university before selecting subjects.
Step 4: Appear for CUET 2025 Exam
The CUET 2025 exam will be conducted in May 2025. The cuet exam pattern includes:
Mode: Computer-Based Test (CBT)
Duration: 2-3 hours
Sections:
Section I: Language Test (English or any other chosen language)
Section III: General Test (Logical Reasoning, Quantitative Aptitude)
Students should prepare using NCERT textbooks, previous years' CUET question papers, and mock tests to score well.
Step 5: Check CUET 2025 Results
Once the CUET exam is conducted, NTA will release the results online on the official website. Candidates can check their scores using:
Application Number & Password
Application Number & Date of Birth
After results are announced, universities will release cut-off marks for B.Tech programs.
Step 6: Participate in CUET 2025 Counselling
After the result declaration, students must apply for counseling at the respective universities based on their CUET score. The counseling process includes:
Registration on the university’s admission portal
Filling in choices for B.Tech courses and preferred colleges
Document verification
Seat allocation based on merit and CUET score
Final admission confirmation by paying the admission fee
CUET B.Tech Syllabus 2025
The CUET syllabus for B.Tech is based on CBSE Class 12 topics. Unlike other engineering entrance exams like JEE Main, CUET does not include the Class 11 syllabus, making it relatively easier for students to score well.
The CUET B.Tech syllabus covers subjects like Physics, Chemistry, and Mathematics. Below is a detailed subject-wise breakdown:
CUET Syllabus for Physics and Chemistry
CUET Physics Syllabus
Electrostatics
Current Electricity
Magnetic Effects of Current and Magnetism
Electromagnetic Induction and Alternating Current
Electromagnetic Waves
Optics
Dual Nature of Matter and Radiation
Atoms and Nuclei
Electronic Devices
Communication Systems
CUET Chemistry Syllabus
Physical Chemistry:
Solid State
Solutions
Electrochemistry
Chemical Kinetics
Surface Chemistry
Inorganic Chemistry:
General Principles and Processes of Isolation of Elements
p-block Elements
d- and f-block Elements
Coordination Compounds
Organic Chemistry:
Haloalkanes and Haloarenes
Alcohols, Phenols, and Ethers
Aldehydes, Ketones, and Carboxylic Acids
Organic Compounds Containing Nitrogen
Biomolecules
Polymers
Chemistry in Everyday Life
CUET Syllabus for Mathematics
Section A: Mathematics
Algebra:
Matrices and Types of Matrices
Equality of Matrices, Transpose of a Matrix, Symmetric and Skew-Symmetric Matrices
Algebra of Matrices
Determinants
Inverse of a Matrix
Solving Simultaneous Equations Using Matrix Method
Calculus:
Higher Order Derivatives
Tangents and Normals
Increasing and Decreasing Functions
Maxima and Minima
Integration and its Applications:
Indefinite Integrals of Simple Functions
Evaluation of Indefinite Integrals
Definite Integrals
Application of Integration as an Area Under the Curve
Differential Equations:
Order and Degree of Differential Equations
Formulating and Solving Differential Equations with Variable Separation
Probability Distributions:
Random Variables and Their Probability Distribution
Expected Value of a Random Variable
Variance and Standard Deviation of a Random Variable
Binomial Distribution
Linear Programming:
Mathematical Formulation of Linear Programming Problems
Graphical Method of Solution for Problems in Two Variables
Feasible and Infeasible Regions
Optimal Feasible Solution
Section B1: Mathematics/Applied Mathematics
Relations and Functions
Inverse Trigonometric Functions
Matrices and Determinants
Continuity and Differentiability
Applications of Derivatives
Integrals
Applications of Integrals
Differential Equations
Vectors and 3D Geometry
Linear Programming
Probability
Modulo Arithmetic
Congruence Modulo
Allegation and Mixture
Numerical Problems
Boats and Streams
Pipes and Cisterns
Races and Games
Partnership
Numerical Inequalities
Matrices and types of matrices
Equality of matrices, Transpose of amatrix, Symmetric and Skew symmetric matrix
Higher Order Derivatives
Marginal Cost and Marginal Revenue using derivatives
Maxima and Minima
Probability Distribution
Mathematical Expectation
Variance
Index Numbers
Construction of Index numbers
Test of Adequacy of Index Numbers
Population and Sample
Parameter and Statistics and Statistical Interferences
Time Series
Components of Time Series
Time Series analysis for univariate data
Perpetuity, Sinking Fund
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 Problems
Graphical Method of Solution for problems in two Variables
Feasible and Infeasible Regions
Feasible and infeasible solutions, optimal feasible solution
Top Universities Offering B.Tech Admission Through CUET 2025
Several reputed universities accept CUET scores for B.Tech admissions, including:
