SRMEEE Exam Pattern

Hii sir, I Wants to give the SRMEEE Exam Will you Please Provide me the Examination Pattern of the SRMEEE Exam ?

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SRMJEEE 2018 will be conducted by SRM University in for admissions into the undergraduate engineering seats offered by the four campuses of SRMJEEE will be done on the basis of the candidate s performance in the entrance exam.

Eligibility Criteria

The candidates should have qualified or appearing for 10+2 (or equivalent) examination with Physics, Chemistry and Mathematics as major subjects from any recognized board

Percentage Criteria

candidates should have secured minimum 50% aggregate marks in PCM. For SRM Amaravati campus, the candidates need to secure 75% aggregate marks in the qualifying exam in PCM.

Exam Pattern

Subjects
Physics 35 Questions
Chemistry 35 Questions
Mathematics 35 Questions

Total Number of Questions
105 Questions

Marking Scheme
3 marks will be awarded for each correct answer

Negative Marking
There will be no negative marking

Syllabus

Physics
Electronics and Communication
Dual Nature of Matter and Nuclear Physics
Atomic Physics and Relativity
Electricity and Magnetism
Ray and Wave Optics and Magnetism
Heat and Thermodynamics
Oscillations and Wave Motion
Gravitation, Mechanics of Solids and Fluids
Mechanics
Units and Measurement

Chemistry
Chemistry in Everyday Life
Biomolecules
Polymers
Organic Compounds Containing Nitrogen
Organic Compounds Containing Oxygen
Hydrocarbons
Some Basic Principles of Organic Chemistry
Purification and Characterization of Organic Compounds
Surface Chemistry, Chemical Kinetics and Catalysis
Electro-chemistry
Chemical Equilibrium
Solutions
Chemical Thermodynamics
Chemical Energetics
Chemical Bonding and Molecular Structure
Atomic Structure
Chemical Families Periodic Properties
States of Matter
Some Basic Concepts in Chemistry

Mathematics
Trigonometry
Probability
Measures of Central Tendency and Dispersion
Vector Algebra
Conic Sections in Two Dimensions
Straight Lines in Two Dimensions
Circles in Two Dimensions
Differential Equations
Integral Calculus
Applications of Differential Calculus
Differential Calculus
Sequences and Series
Binomial Theorem and its Applications
Mathematical Induction and its Applications
Permutations and Combinations
Quadratic Equations
Applications of Matrices and Determinants
Matrices and Determinants
Complex Numbers
Sets, Relations and Functions