Vellore Institute of Technology Engineering Entrance Examination (VITEEE) is conducted for the entrance into the B.Tech (Engineering) course in the renowned University VIT. The candidates need to prepare in best possible way for exam. For this, the level of preparation has to be kept at the higher point. So, for this VITEEE Syllabus 2017 & exam pattern are provided below as per which the schedule can be prepared for the exam.
VITEEE Exam Pattern:The details of exam are-
- Exam Type: Objective (Computer Based)
- Total Questions: 40 each for PCM/ PCB and 5 Questions for English
- Total Time: 2.30 hours
- Subjects Included: PCM (Physics, Chemistry, Mathematics, English) & PCB (Physics, Chemistry, Biology, English)
NOTE: There is no negative marking
VITEEE Syllabus Details: The syllabus for the different subjects will include the questions from the class XII level. All the topics are to be prepared for this exam because it has high importance and will make your best career in Engineering field.
Chemistry: Atomic Structure, Electrochemistry, Periodic table: p,d and f Block Elements, Coordination Chemistry & Solid State Chemistry, Thermodynamics, Biomolecules, Carbohydrates, Chemical Equilibrium & Chemical Kinetics, Isomerism in Organic Compounds, Carbonyl Compounds, Carboxylic Acids and their derivatives, Alcohols and Ethers, Organic Nitrogen Compounds, Amino acids, Lipids
Physics: Magnetic Effects of Electric Current and Magnetism, Optics, Electrostatics, Current Electricity, Electromagnetic Waves and Wave Optics, Semiconductor Devices and their Applications, Atomic and Nuclear Physics, Electromagnetic Induction and Alternating Current, Dual Nature of Radiation and Matter
Biology: Reproduction, Genetics, Taxonomy, Evolution, Cell and Molecular Biology, Biochemistry, Plant Physiology, Human Physiology, Biotechnology & its applications, Microbiology & Immunology, Biodiversity, ecology & environment, Applied biology &human welfare
Mathematics: Matrices & Determinants, Analytical Geometry of two dimensions, Analytical Geometry of Three Dimensions, Complex Numbers, Differential Calculus, Discrete Mathematics, Integral Calculus and its Applications, Vector Algebra, Differential Equations, Probability Distributions
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