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11th March 2016, 03:10 PM
Super Moderator
 
Join Date: May 2012
Re: Total Marks in VITEEE

I will tell you the exam pattern and information about the VIT Engineering Entrance Exam so that you can go through it easily.

Here is the exam pattern

The VITEEE exam is a computer based one and therefore candidates must be familiar with computers to be able to attempt it.

The Online VITEEE Test will be for 2 hours 30 minutes.
Number of questions-

PCM (Physics, Chemistry and Mathematics)– 120 questions (Each 40 questions)

PCB (Physics, Chemistry and Biology)– 120 questions (Each 40 questions)

Here is the eligibility criteria
Applicant should be a resident / non-resident Indian national.

NIOS' candidates are eligible to appear for the VITEEE 2016.

Candidates appearing for VITEEE should have either completed or shall be appearing in 2016, in any one of the specified qualifying examinations.

Candidates appearing for VITEEE in 2016 should have secured an aggregate of 60% in Physics, Chemistry, Mathematics/Biology in the qualifying examination (+2/ Intermediate). The average marks obtained in the subjects Physics, Chemistry and Mathematics or Biology (PCM / PCB) in +2 (or its equivalent) put together should be 50% for candidates belonging to SC/ST and those hailing from Jammu & Kashmir and the North Eastern states.

Here is the syllabus of the exam

Part 1- Physics


Laws of Motion & Work, Energy and Power

Properties of Matter

Electrostatics

Current Electricity

Magnetic Effects of Electric Current

Electromagnetic Induction and Alternating Current

Optics

Nuclear Physics

Dual Nature of Radiation and Atomic Physics

Semiconductor Devices and their Applications

Part 2- Chemistry

Atomic Structure

p,d and f – Block Elements

Coordination Chemistry and Solid State Chemistry

Thermodynamics, Chemical Equilibrium and Chemical Kinetics

Electrochemistry

Isomerism in Organic Compounds

Alcohols and Ethers

Carbonyl Compounds

Carboxylic Acids and their derivatives

Organic Nitrogen Compounds

Part 3- Mathematics

Applications of Matrices and Determinants

Complex Numbers

Analytical Geometry of two dimensions

Vector Algebra

Analytical Geometry of Three Dimensions

Differential Calculus

Integral Calculus and its Applications

Differential Equations

Probability Distributions

Discrete Mathematics

Biology

Taxonomy

Cell and Molecular Biology

Reproduction

Genetics and Evolution

Human health and diseases

Plant physiology

Biochemistry

Human physiology

Biotechnology and its applications

Biodiversity, ecology and environment

Part 4- English

Comprehension

English Grammar and Pronunciation


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