SRM Joint Engineering Entrance Examination (SRMJEEE) is conducted by SRM University for admissions in B.Tech programmes.

SRMJEEE 2016 was conducted from April 19 to April 25, 2016.

SRMJEEE Eligibility Criteria:

Candidates must have secured 65% aggregate in Mathematics, Physics & Chemistry.

For biotechnology, biomedical engineering, bioinformatics and genetic engineering, minimum 65% aggregate in Mathematics / Biology, Physics and Chemistry is required.

For other campuses and SRM University Haryana, candidates have to score 60% aggregate marks in PCM or PCB.

Applicant should be a resident Indian national.

SRMJEEE Exam Pattern:

Part 1: Physics 35 questions with a total weightage of 105 marks

Part 2: Chemistry 35 questions with a total weightage of 105 marks

Part 3: Mathematics 35 questions with a total weightage of 105 marks

Part 4: Biology 50 questions with a total weightage of 105 marks

Negative mark of ‘1’ for every wrong answer in Physics, Chemistry & Mathematics and ‘0.7’ for every wrong answer in biology

Total weightage 315 marks

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