JMI B.Tech Full Time 2012
Bachelor of Technology (B.Tech.) program offered at Faculty of Engineering & Technology - Jamia Millia Islimia
is a 4 years (8 semesters) degree program. At the end of the program B.
Tech. degree is awarded, which is recognized by all the government and
private agencies both in India and abroad. Candidates after completion
of degree can choose for higher studies or can choose to work with
different government / private organizations.
B. Tech. Degree programs offered by Jamia Millia Islamia at Faculty of Engineering & Technology are :-
- Civil Engineering
- Mechanical Engineering
- Electrical Engineering
- Electronics & Communication Engineering
- Computer Engineering
JMI B.Tech Eligibility Criteria 2012
A candidate should not be less than 17 years old and more than 23 years old on 1st October of the year of entrance examination.
JMI B.Tech Educational Qualification
A
candidate must have passed Sr. Sec. School Certificate i.e. 10 + 2 or
intermediate or an equivalent examination with Physics, Chemistry And
Mathematics. A candidate must have to secure 45% marks in the qualifying
examination. The candidates who are appearing in the qualifying
examination can also choose to appear in Jamia Millia Islamia
– Entrance Examination, provided such candidate will furnish the proofs
of fulfilling the eligibility criteria during the counseling for
admission into a course.
JMI B.Tech No of Seats
No. of seats in different B. Tech. degree programs offered by Jamia Millia Islamia at Faculty of Engineering & Technology.
- Civil Engineering – 60 Seats
- Mechanical Engineering – 60 Seats
- Electrical Engineering – 60 Seats
- Electronics & Communication Engineering – 60 Seats
- Computer Engineering - 60 Seats
JMI B.Tech Test Pattern
Engineering Entrance Examination conducted by Jamia Millia Islamia is Objective Type examination conducted in a single day. Test pattern for B. Tech. Degree program offered at Jamia Millia Islamia New Delhi. given below
Subject Weightage
Physics 55
Chemistry 55
Mathematics 60
The duration of test is 3 hours. All the candidates who find place in the merit of written examination are called for Interview. The weightage for Interview is 30. The final merit list for admission is prepared on the basis of written test and interview.
JMI B.Tech Syllbus 2012
Topics from which questions are asked in Jamia Millia Islamia Engineering Entrance Exam are given below:
Physics
Units
and dimensions, SI units, displacement, velocity, kinematics in one and
two dimensions with constant acceleration, projectiles, concepts of
relative motion, circular motion. Newton’s Laws of motion, concepts of
inertial frame, momentum and energy, universal law of gravitation,
variation of the acceleration due to gravity with altitude and latitude.
Kepler’s Law of motion of planets and satellites assuming circular
orbits, simple harmonic motion. Centre of mass of a system of particles,
elastic and inelastic collision in one dimension, rigid bodies, moments
of inertia of simple shapes like ring, disc, cylinder and sphere,
angular momentum, torque, conservation of angular momentum. Hook’s law,
Young’s Modulus shear and bulk moduli, principle of buoyancy, pressure
in a fluid wave motion, concepts of amplitude, frequency and phase,
longitudinal and transverse waves, progressive and stationary waves,
vibration of string and air columns, resonance, Doppler’s effect,
Thermal expansion of solids, liquids, and gas, gas laws, absolute
temperature, specific heat, Cp, Cv and isothermal and adiabatic
processes, calorimetry, latent heat, equivalence of heat and work,
conduction, convection and radiation, Elements of Kinetic Theory of
gases, pressure of an ideal gas equipartition of energy, coulomb’s law,
electric field, lines of force, electric potential. capacitors in series
and parallel, energy stored in a capacitor, electric current, Ohm’s
law, Series and parallel arrangement of resistances and cells,
Krichoff’s Law, Wheatstone bridge and application, heating effect of
current, current carrying wire in a magnetic field, moving coil,
galvanometer and ammeter, Amphere’s law, Faraday’s Law, Lorentz Force,
effect of magnetic field on current carrying conductors, Maxwell’s
equations, curved mirrors and thin lenses, magnification, microscope
telescope, wave nature of light, interference phenomenon, Young’s double
silt experiment, fringe width, polarisation of light, cathode rays
radioactivity law of decay, half life, photo-electric effect, Byohr’s
theory of hydrogen like atoms, X-rays production and properties, diode
rectification and triode amplification, Atomic nucleus, binding energy,
nuclear energy by fission and fusion, elementary properties of semi
conductors and devices based on them, Michelson Morley experiment,
postulates of special theory of relativity
Chemistry
General
Chemistry/ Physical Chemistry: Atomic mass, extraction of metals, gas
laws, ideal gas equation, Kinetic molecular theory of gases,
constituents of the atom, nuclear model of atom, Bohr’s atomic model
(Mathematical details excluded), Quantum mechanical model of atom.
Aufbau principle, Hund’s Rule. Paul’s exclusion principle, de Broglie
equation, Uncertainty principle, shapes of obitals, Modern periodic
table, periodic trends in properties, ionization energy, electron
affinity, atomic radii and electronegativity, Chemical bonds, quantum
theory of covalent bonds, hydrogen bond, hybridization involving s.p.
& d orbital, shapes of molecules, VSEPR Concept, molecular orbital
theory, solid state, X-ray studies of crystals, packing in crystals,
crystal lattices, Internal energy, enthalpy, Hess’s Law, entropy, free
energy, heat of reactions, concept of chemical equilibrium, Law of
Equilibrium, Le Chatelier’s Principle and its applications, ionisation
of electrolytes, acid base equilibrium, solubility product, ionization
of water, pH, redox reactions, Galvanic cell and its EMF, electrode
potential, effects of temperature and concentration, electrolysis,
Oxidation number, Solutions, lowering of vapour pressure, Raoult’s Law,
chemical kinetics, rates of reaction, its dependence on concentration,
order of a reaction, factors affecting rate of a reaction, rate
constant, half life period of first order reaction, absorption,
colloidal state, preparation and properties of colloidal solutions, gold
no, radioactivity, half life, Carbon dating, chemical thermodynamics.
Inorganic
Chemistry: Preparation and Properties of the following : Hydrogen,
Oxygen, Halogens, Noble gases, Water, Hydrogen peroxide, Nitrogen,
Boron, Silicon, Phosphorous, sulphur, sodium, potassium, magnesium,
calcium, aluminium, iron, copper, silver, gold, zinc, mercury, tin,
lead, transition elements, inner transition elements, cement, glass,
plastics, soaps, detergents, coordinate compound.
Organic
Chemistry: Organic radicals, ions, inductive, electromeric and resonance
effects, isomerism, Homologous series. General preparation and
functional group properties of the following with emphasis on points
noted against each of them.
(a) Alkanes (free radical substitution) alkenes (electrophilic addition, Markownikoffs addition, peroxide effect) and alkynes
(b) Alcohol, distinctions, holoform reaction
(c) Alkyl halides (Nucleophlic substitution)
(d) Carbonyl compounds (Nucleophilic, Addition, polymerization and condensation)
(e) Ethers and carboxylic acids
(f) Amines (classification, distinction, basic nature)
(g) Benzene (resonance), Toluene, Phenol, glycerol, Oils and Fats; Proteins, nucleic acids. Carbohydrates and lipids.
Mathematics
Set
Theory and Higher Algebra: Algebra of sets, relation, One, Many one,
Onto and Into Mappings, Inverse mapping, Composite mapping, Bounded and
unbounded sets Neighbourhood of a point, domain, Codomain, Range. Square
roots of polynomial quadratic surds, unity, A.P., H.P., G.P. and other
related miscellaneous series, A.G.P., Method of differences, Sum of the
squares and cubes of sum of the squares and cubes of first n nature
numbers, Simple geometrical problems of permutations and combinations,
General terms in the expansions of Logarithmic, Exponential series,
binomial and multinomial theorems, remainder theorem, Factor theorem,
rationalising factor of binomial surd of different orders, Conversion of
a fraction and a quadratic surds into a continued fraction,
Inequalities. Periodic function, hyperbolic function, Inverse hyperbolic
functions, Greatest integer functions, Absolute function, Sisgnum
function, Even and Odd functions, Transcendental functions, Rational and
Irrational algebraic functions etc.
Vector Algebra: Linear
combination of vectors, linear dependence and independence of vectors,
Geometrical applications of dot (scalar) and cross (vector) product of
two, three and four vectors.
Plane and Solid Geometry:
Classification of curves represented by general polynomial equations
(homogeneous and non- homogeneous) of second degree in x and y,
Homogeneous equations of nth degree, Detailed study of families of
Straight lines and Circles, Parabola, Ellipse and Hyperbola, condition
of tangency of a line to a curve of any positive integral degree in x
and, simple problems on plane, straight line in space and sphere.
Trigonometry:
Trigonometrical conditional identities and equations, Relations between
sides, angles and radii of incircle, circum circle and excribed circle
associated with triangle, Inverse circular functions, Polar form of
complex number, Euler’s formula, Values of (a + ib )p/q , Applications
of De-Moivre’s theorem.
Determinants and matrices:
Multiplications of determinants and matrices, adjoint and inverse of
matrices, rank ‘of matrix, Cramer’s rule, Applications of determinants
and matrices, Geometrical transformations (i.e. reflection, rotation,
translation, enlargement), their composition and representation by
matrices. Limit, Continuity, Monotonocity, Differentiability,
Differentiation of composite function, Implicit relation, Parametric
forms, logarithmic differentiation, differentiation by transformations,
increasing and decreasing functions, Tangent, Normal, Maxima and Minima
of a function of one variable, velocity, Acceleration, rolle’s theorem,
Lagrange’s mean value theorem, standard results on successive (ordinary
and partial) differentiation. L‘Hospital’s rule, Seven indeterminate
forms, Euler’s theorem on homogenous function for partial
differentiation, Simple problems on Leibnitz’s theorem. Equations of
tangent plane and normal line at any point of 3 D figures.
Integral
Calculus: Integration by well known standard results, by substitutions,
by parts, by partial fractions, some well known definite integrals,
properties of definite integrals, Reduction formulae, Applications of
definite integral in finding the area of bounded region in z- y plane,
Volume and lateral (curved) surface area of some well known 3-D solids
obtained by revolution, Mean value, Mean square value, root mean square
value of a function for a given interval, Calculation of a interval in
which the value of a given definite integral exists.
Differential
Equations: Formation of ordinary and partial differential equations,
General and particular solution of O.D.E. of I order and I degree (i.e.
variable separable for, homogeneous form, linear form, exact form and
their reducible form obtained by some transformations and integrating
factors), O.D.E. of I order but not of I degree, General solution of
dny/dxn = G(x), d2y/dx2 = H(y). Karl Pearson’s simple correlation
coefficient for a tabulated function between two variable Coefficients
of covariance and variation, Lines of Regression, regression
coefficients Properties of binomial, normal and poission distributions.
Measures of skewness and Kurtosis.
