Candidates
who had applied for The West Bengal Joint Entrance Exam
and searching for complete syllabus and exam pattern, so you are here at right
place. Competitors who are preparing for West Bengal JEE they can check the
complete syllabus for Maths/ Physics/ Chemistry/ Biology through this page. The
examination pattern of WBJEE and the related information is elaborated in the
following sections.
The West Bengal
Joint Entrance Examinations Board invites application form to filling up for
those candidates who want to take admission in to various
UG courses in Medical, Dental, Engineering &
Technology, Pharmacy and Architecture. at West Bengal. Syllabus is very important
for any examination, so candidates can get all study material, syllabus and
exam pattern from this page which is listed below.
West Bengal Joint Entrance Exam Syllabus 2017 details:
·
Organization Name: West Bengal
Joint Entrance Examination Board
·
Exam Name: West Bengal Joint
Entrance Exam, WBJEE 2017
·
Official site : wbjeeb.nic.in
·
Exam category: State Level
·
Announcement Type: Syllabus
·
Exam type: UG Level Entrance
Exam
West
Bengal JEE Syllabus 2017
Mathematics
Mathematics
Algebra
|
|
A.P., G.P., H.P.:
|
|
Logarithms:
|
Definition; General properties; Change of
base
|
Complex Numbers:
|
Definition and properties of complex
numbers; Complex conjugate; Triangle inequality; Square root of complex
numbers; Cube roots of unity; De Moivre’s theorem (statement only) and
its elementary applications. Solution of quadratic equation in complex number
system.
|
Quadratic Equations:
|
Quadratic equations with real coefficients;
Relations between roots and coefficients; Nature of roots; Formation of
a quadratic equation,
|
Binomial theorem (positive integral index):
|
Statement of the theorem, general term,
middle term, equidistant terms, properties of binomial coefficients.
|
Sets, Relations and Mappings:
|
Idea of sets, subsets, power set,
complement, union, intersection and difference of sets, Venn diagram, De
Morgan’s Laws, Inclusion / Exclusion formula for two or three finite
sets, Cartesian product of sets
|
Statistics and Probability:
|
Measure of dispersion, mean, variance and
standard deviation, frequency distribution. Addition and multiplication
rules of probability, conditional probability and Bayes’
Theorem, independence of events, repeated independent trails and
Binomial distribution.
|
Trigonometry
|
|
Coordinate geometry of two dimensions
|
|
Co-ordinate geometry of three dimensions
|
Direction cosines and direction ratios,
distance between two points and section formula, equation of a straight line,
equation of a plane, distance of a point from a plane.
|
Calculus
|
Differential calculus: Functions,
composition of two functions and inverse of a function, limit, continuity,
derivative, chain rule, derivative of implicit functions and functions
defined parametrically. Their geometric interpretation and elementary
application. L’Hospital’s rule (statement only) and applications. Integral
calculus: Integration as a reverse process of differentiation, indefinite
integral of standard functions. Integration by parts. Integration by
substitution and partial fraction. Definite integral as a limit of a sum with
equal subdivisions. Fundamental theorem of integral calculus and its
applications. Properties of definite integrals.
|
Differential Equations
|
|
Application of Calculus:
|
Tangents and normals, conditions of
tangency. Determination of monotonicity, maxima and minima. Differential
coefficient as a measure of rate. Motion in a straight line with
constant acceleration. Geometric interpretation of definite integral as
area, calculation of area bounded by elementary curves and Straight lines.
Area of the region included between two elementary curves
|
Vectors
|
Addition of vectors, scalar multiplication,
dot and cross products, scalar triple product.
|
Physics:
Physical World, Measurements, Units &
dimensions:
|
Physical World, Measurements, Units
& dimensions Units & Dimensions of physical quantities,
dimensional analysis & its applications, error in measurements, significant
figures.
|
Kinematics:
|
Scalars & vectors, representation of
vectors in 3D, dot & cross product & their applications,
elementary differential & integral calculus, time-velocity & relevant
graphs, equations of motion with uniform acceleration.
|
Laws of motion
|
Newton’s laws of motion, using algebra &
calculus, inertial & non inertial frames, conservation of linear
momentum with applications, elastic & inelastic collisions, impulse
centripetal force, banking of roads, relative velocity, projectile motion
& uniform circular motion
|
Work, power, energy
|
work-energy theorem, power, energy, work
done by constant & variable forces, PE & KE,
|
Motion of centre of mass, connected systems,
Friction:
|
Centre of mass of two-particle
system, motion of connected system, torque, equilibrium of rigid bodies,
moments of inertia of simple geometric bodies (2D) [without derivation]
conservation of angular momentum, friction and laws of friction
|
Gravitation:
|
Kepler’s laws, (only statement) universal
law of gravitation, acceleration due to gravity (g), variation of g,
gravitational potential & PE, escape velocity, orbital velocity of
satellites, geostationary orbits.
|
Heat & Thermal Physics
|
Heat & temperature, thermal expansion of
solids. liquids & gases, ideal gas laws, isothermal & adiabatic
processes; anomalous expansion of water & its effects, sp. heat capacity,
|
Thermodynamics
|
|
Kinetic theory of gases:
|
Equation of state of a perfect gas, kinetic
theory of gases, assumptions in Kinetic theory of gases, concept of pressure.
& temperature; rms speed of gas molecules; degrees offreedom, law of equipartition
of energy (introductory ideas) & application to specific heats of
gases;mean free path, Avogadro number
|
Oscillations & Waves
|
|
Electrostatics
|
|
Solid state Electronics
|
Energy bands in solids (qualitative ideas
only), conductors, insulators & semiconductors; semiconductor diode
– I-V characteristics in forward & reverse bias, diode as a
rectifier; I-V characteristics of LED, photodiode, solar cell &
Zener diode;
|
Chemistry:
Atoms, Molecules and Chemical Arithmetic:
|
Dalton’s atomic theory; Gay Lussac’s law of
gaseous volume; Avogadro’s Hypothesis and its applications. Atomic
mass; Molecular mass; Equivalent weight; Valency; Gram atomic weight; Gram
molecular weight; Gram equivalent weight and mole concept; Chemical
formulae; Balanced chemical equations; Calculations (based on mole
concept) involving common oxidation – reduction, neutralization,
and displacement reactions; Concentration in terms of mole fraction,
molarity, molality and normality. Percentage composition, empirical
formula and molecular formula; Numerical problems
|
Aliphatic Compounds
|
Alkanes – Preparation from alkyl
halides and carboxylic acids; Reactions — halogenation
and combustion.Alkenes and Alkynes– Preparation from alcohols; Formation
of Grignard reagents and their synthetic applications for the
preparation of alkanes, alcohols, aldehydes, ketones and acids; SNl and SN2
reactions Markownikoff’s and anti-Markownikoff’s additions;
Hydroboration;Oxymercuration-demercuration, reduction of alkenes and alkynes
(H2/Lindler catalyst and Na in liquid NH3), metal acetylides
|
Alcohols:
|
Preparation of alcohols from carbonyl
compounds and esters. Reaction – dehydration, oxidation, esterification,
reaction with sodium, ZnCl2/HCl, phosphorous halides.
|
Aromatic Compounds:
|
Benzene – Kekule structure,
aromaticity and Hückel rule. Electrophilic substitution – halogenation,
sulfonation, nitration, Friedel Crafts reaction, ozonolysis. Directive
influence of substituents in monosubstituted benzenes. Carcinogenicity and
toxicity. Amines – Preparation from reduction of nitro compounds;
Formation of diazonium salts and their stability; Replacement of diazonium
group with H, OH, X (halogen), CN and NO2, diazocoupling and reduction.
Haloarenes – Nature of C -X bond, substitution reactions; Nucleophilic
substitution, cine substitution (excluding mechanism, Directive
influence of halogen in monosubstituted compounds only). Phenols –halogenation,
sulfonation, nitration, Reimer – Tiemann and Kolbe reactions. Aromatic
Aldehydes – Preparation by Gattermann, Gattermann-Koch, Rosenmund and
Stephen’s method. Reactions – Perkin, Benzoin and Cannizzaro.
|
Biology:
Science of Life
|
Basic unit of life process; Cell Theory;
prokaryotic and eukaryotic cells- structure and differences
|
Ultra structure and functions of cellular
components
|
Cell wall, plasma membrane, plastids,
endoplasmic reticulum, Golgi bodies, mitochondria, ribosomes, lysosomes,
nucleus, nucleolus, centrosome, microbodies cytoskeleton, vacuole, centriole,
cilia, flagella
|
Chromosome
|
Morphology of chromosomes; brief idea of
polytene chromosomes; euchromatin and heterochromatin; nucleic acids as
genetic material
|
Evolution
|
Origin of life- theories of origin of life;
abiogenic origin/chemical origin of life- Oparin-Haldane hypothesis;
biological evolution- evidences, theories of organic evolution, Darwin’s
contribution, synthetic theory; mechanism of evolution- variation and
its sources of origin, mutation, recombination; gene flow and genetic
drift; Hardy-Weinberg principle; human evolution- an outline
|
Morphological variations and structural
organization
|
Plant tissue and tissue system- types,
structure and functions; animal tissue- classification, structure
and functions in brief
|
Examination
Centres:
Sr. No.
|
Districts
|
1
|
Dinajpur Uttar
|
2
|
Jalpaiguri
|
3
|
Coochbehar
|
4
|
Kolkata
|
5
|
24 pgs south
|
6
|
Howrah
|
7
|
Medinipur Purbo
|
8
|
Bankura
|
9
|
24 pgs North
|
10
|
Malda
|
11
|
Burdwan
|
12
|
Dinajpur Dakshin
|
13
|
Nadia
|
14
|
Murshidabad
|
15
|
Hooghly
|
16
|
Alipurduar
|
17
|
Birbhum
|
18
|
Purulia
|
19
|
Medinipur Paschim
|
20
|
Darjeeling
|
Other States
|
|
1
|
Tripura
|
2
|
Assam
|
WBJEE Exam Pattern
·
Type of Paper: All question are
MCQ type
·
Mode of Exam: The question
paper will be asked in OMR pattern.
· Using of Pen: Candidates are
required to mark their answers by using only blue or black ball point pen.
·
Negative Marking: For each
wrong answer, ¼ marks will be deducted from the total score.
·
Negative marking will also be
done for multiple answers for one question.
Subject
|
Q
Category 1
|
Q
Category 2
|
Q
Category 3
|
No.
of Questions
|
Total
Marks
|
Biological Sciences
|
80×1 mark
|
25×2 marks
|
10×2 marks
|
115
|
150
|
Physics + Chemistry
|
(30+30)x1 marks
|
(5+5)x2 marks
|
(5+5)x2 marks
|
40 + 40
|
50+50=100
|
Mathematics
|
50×1 mark
|
15×2 marks
|
10×2 marks
|
75
|
100
|
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