SRMJEE 2018 Syllabus

SRMJEE 2018 Syllabus & SRM Institute of Science

SRMJEEE

SRMJEE 2018 Syllabus & SRM Institute of Science

SRMJEEE 2018 SRM Institute of Science and Technology has recently released their application form for the year 2018 applicants are able to fill the application form from 1st of November 2017 till 31st of March 2018 in online mode and for the offline mode application form students can apply for the SRM JEE 2018 from 1st November 2017 till 1st of March 2018. As the exam for the session 2018 will be held from 16th of April to 30th of April 2018, there are 7000 undergraduate engineering seats for which SRM JEE will be organised admission for all this 7000 seats are done on the basis of the result of SRM JEE 2018.

Admit card for the session 2018 will be available from 7th of April 2018 for online mode slot booking for the session 2018 will be available from 7th of April after slot booking admit card will be available for the students without slot booking candidates are not allowed to sit in the SRM 2018 counseling at the seat allotment for the SRM JEE 2018 will be done on the basis of scores and merit list add will be available in both online as well as offline mode for more information candidates may proceed to the official website for SRMJEEE 2018.

Here in the below article we provide you all the syllabus for the SRMJEE 2018 so read the below article carefully and proceed further.

Physics Math’s Chemistry Biology
Units and Measurement Sets, Relations and Functions States of Matter Taxonomy of Angiosperm
Mechanics Complex Numbers Chemical Families–Periodic Properties Plant Anatomy
Gravitation, Mechanics of Solids and Fluids Matrices and Determinants Atomic Structure Cell Biology and Genetics
Oscillations and Wave Motion Applications of Matrices and Determinants Chemical Bonding and Molecular Structure Biotechnology
Heat and Thermodynamics Quadratic Equations Chemical Energetic Plant Physiology
Ray and Wave Optics and Magnetism Permutations and Combinations Chemical Thermodynamics Biology in Human Welfare
Electricity and Magnetism Mathematical Induction and its Applications Solutions Zoology
Atomic Physics and Relativity Binomial theorem and its Applications Chemical Equilibrium Human Physiology
Dual Nature of Matter and Nuclear Physics Sequences and Series Electrochemistry Microbiology
Electronics and Communication Differential Calculus Surface Chemistry, Chemical Kinetics and Catalysis Immunology
Applications of Differential Calculus Purification and Characterization of Organic Compounds Modern Genetics and Animal Biotechnology
Integral Calculus Some Basic Principles of Organic Chemistry Environmental Science
Differential Equations Hydrocarbons Applied Biology
Straight Lines in Two Dimensions Organic Compounds Containing Oxygen Theories of Evolution
Circles in Two Dimensions Organic Compounds Containing Nitrogen
Conic Sections in Two Dimensions Polymers
Vector Algebra Bio Molecules
Measures of Central Tendency and Dispersion Chemistry in Everyday Life
Probability
Trigonometry