SRM University had conducted SRM Joint Engineering Entrance Examination (SRMJEEE) for granting admissions at nearly 7,000 undergraduate engineering seats across its four campuses - Kattankulathur, Ramapuram, Ramapuram Part– Vadapalani and NCR Ghaziabad.

Candidates will be given admissions to B.Tech programmes on the basis of their SRMJEEE performance

Past Opening and Closing Rank/Cut-Off of SRMEEE

Branch Offered in SRM Campus 2014 Closing Rank 2013 Closing Rank

Electronics & Communication in Engineering 4300 4100

Electrical & Electronics in Engineering 5200 5500

Computer Science in Engineering 5700 6000

Mechanical in Engineering 5900 6100

Mechatronics in Engineering 9000 8000

SRMJEEE Syllabus:

Part 1- Physics:

-Units and Measurement

-Mechanics

-Gravitation, Mechanics of Solids and Fluids

-Oscillations and Wave Motion

-Heat and Thermodynamics

-Ray and Wave Optics and Magnetism

-Electricity and Magnetism

-Atomic Physics and Relativity

-Dual Nature of Matter and Nuclear Physics

-Electronics and Communication


Part 2- Chemistry:

-Some Basic Concepts in Chemistry

-States of Matter

-Chemical Families - Periodic Properties

-Atomic Structure

-Chemical Bonding and Molecular Structure

-Chemical Energetics

-Chemical Thermodynamics

-Solutions

-Chemical Equilibrium

-Electrochemistry

-Surface Chemistry, Chemical Kinetics and Catalysis

-Puri*fication and Characterization of Organic Compounds

-Some Basic Principles of Organic Chemistry

-Hydrocarbons

-Organic Compounds Containing Oxygen

-Organic Compounds Containing Nitrogen

-Polymers

-Biomolecules

-Chemistry in Everyday Life


Part 3- Mathematics:

-Sets, Relations and Functions

-Complex Numbers

-Matrices and Determinants

-Applications of Matrices and Determinants

-Quadratic Equations

-Permutations and Combinations

-Mathematical Induction and its Applications

-Binomial Theorem and its Applications

-Sequences and Series

-Differential Calculus

-Applications of Differential Calculus

-Integral Calculus

-Differential Equations

-Straight Lines in Two Dimensions

-Circles in Two Dimensions

-Conic Sections in Two Dimensions

-Vector Algebra

-Measures of Central Tendency and Dispersion

-Probability

-Trigonometry