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Home » Posts tagged with » mca entrance exams in india
VITMEE 2013: Syllabus for Entrance Examination – Life Sciences (LS)
Biophysics Levels of structures in Biological macromolecules. Basic strategies in biophysics. Forces that determine protein and nucleic acid structure, Prediction of proteins structure nucleic acids, Properties of lipid bilayers, Biochemical Kinetics studies, unimolecular reactions, methods of determining macromolecular structures inclusive of the spectroscopic techniques like UV‐vis abs o rp tion, IR absorption, circular dichro ism [...]
VITMEE 2013: Syllabus for Entrance Examination – Mechanical Engineering (ME)
March 24, 2013 No Comment
MATHEMATICAL FUNDAMENTALS Engineering Mathematics Geometry Equations of straight line, common normal between straight lines in space; Equations of circles, ellipse, etc.; Parametric representation. Linear Algebra Matrix algebra, Systems of linear equations, Eigen values and eigenvectors. Calculus Functions of single variable, Limit, continuity and differentiability, Mean value theorems, Evaluation of definite and improper integrals, Partial derivatives, [...]
Continue reading …Medicinal Chemistry Structure, nomenclature, classification, synthesis, SAR and mechanism of action of the following categories of drugs, which are official in Indian pharmacopoeia and British pharmacopoeia. Introduction to drug design. Stereochemis try of drug molecules. Analgesics ‐ NSAIDS, Antidepressents, Anxiolytics, Neuroleptics, Hypnotics and seda tive . Anticonv ulsan ts , Antihistaminics, Local anaesthetics, Antianginal agents, [...]
Continue reading …Mathematical Physics Fourier series ‐ Fourier transform ‐ properties – convolution theorem ‐ Application to solve differential equations ‐ Laplace ‘s transform ‐ properties ‐ applicat ion to ordinar y and pa r t i a l diffe re ntial equations‐Cayley Hamilton Theorem ‐ Eigen value problems Spectroscopy Atomic and Molecular Physics: Spectra of one – [...]
Continue reading …Linear Algebra: Finite dimensional vector spaces; Linear transformations and their ma trix representations, rank; systems of linear equations, eigen values and eigen vectors, minimal polynomial, Cayley‐Hamilton Theroem, diagonalisation, Hermitian, Skew‐Hermitian and unitary matrices; F inite dimensional inner product spaces, Gram‐ Schmidt orthonormalization process, self‐adjoint operators. Complex Analysis: Analytic functions, conformal mappings, bi linea r transformations; co m [...]
Continue reading …VITMEE 2012 Admission Information Check Application Status MOCK TEST ADMISSION SLOT BOOKING Advertisement Important Dates About the University Programmes Offered Collaborative Programmes Eligibility Admission Procedure Application Forms Admit Card Interview / Counselling Documents To Be Submitted At The Time Of Admission Fees Instructions Syllabus for Entrance Examination Test Centres Academic Qualifications Click here for VITMEE [...]
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