JKCET Syllabus 2018 PDF Download  Physics/Maths/Chemistry Exam Pattern
JKCET Syllabus
JKCET Syllabus
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 JKCET Syllabus for Physics
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JKCET Syllabus
JKCET Syllabus for
PHYSICS:
UNIT 1: PHYSICAL WORLD AND MEASUREMENT (Marks: 02)

S I units, Fundamental and derived units. Accuracy
and precision of measuring instruments, Errors in measurement, Significant
figures. Dimensions of Physical quantities, dimensional analysis and its
applications.

UNIT 2: KINEMATICS (Marks: 03)

Motion in a straight line: Positiontime graph,
speed and velocity. Elementary concepts of differentiation and integration
for describing motion. Uniform and nonuniform motion, average speed and
instantaneous velocity. Uniformly accelerated motion, velocitytime graph,
positiontime graphs, and relations for uniformly accelerated motion,
(graphical treatment and calculus approach). Scalar and Vector quantities,
addition and Subtraction of vectors, general Vector and notation, Relativen
Velocity. Scalar and Vector products of two vectors with properties, Unit
Vector, Resolution of a Vector in plane rectangular components, Motion in a
plane, Projectile Motion.

UNIT 3: LAWS OF MOTION (Marks: 02)

Concept of force and Inertia, Newton‘s First Law of
motion; Momentum and Newton‘s Second Law of motion, Impulse; Newton‘s Third
Law of motion. Law of conversation of linear momentum and its applications,
Equilibrium of concurrent forces. Friction, static and kinetic friction, laws
of friction, rolling friction. Dynamics of uniform circular motion:
Centripetal force and examples of circular motion (vehicle on level circular
road, vehicle on banked road.)

UNIT 4: WORK, ENERGY AND POWER (Marks: 02)

Concept of scalar products of vectors, Work done by
a constant force and variable force; kinetic energy, work energy theorem,
power. Potential energy, Potential energy of spring, conservative forces,
conservation of mechanical energy (K.E. and P.E.), nonconservative forces;
Elastic and inelastic collisions in one and two dimensions.

UNIT 5: MOTION OF SYSTEM OF PARTICLES AND RIGID BODY
(Marks: 02)

Centre of mass of a twoparticle system, Centre of
mass of a rigid body; Concepts of vector product of vectors: moment of a
force, torque, angular momentum, conservation of angular momentum with some
examples. Moment of inertia, radius of gyration. Values of moment of inertia
for simple geometric objects (no derivation), statement of parallel and
perpendicular axes theorems and their applications. Rigid body rotation and
equations of rotational motion.

UNIT 6: GRAVITATION (Marks: 02)

The universal law of gravitation. Acceleration due
to gravity and its variation with altitude, depth and shape, Kepler’s laws of
planetary motion. Gravitational potential; gravitational potential energy.
Escape velocity. Orbital velocity of satellite. Geostationary satellites.

UNIT 7: PROPERTIES OF BULK MATTER (Marks: 02)

Elastic behavior, Stressstrain relationship.
Hooke‘s Law, Young‘s modulus, bulk modulus, shear modulus of rigidity.
Pressure due to a fluid column; Pascal‘s law and its applications (hydraulic
lift and hydraulic brakes) Viscosity, Stokes‘ law, terminal velocity,
streamline and turbulent flow, Reynolds number. Bernoulli‘s theorem and its
applications Surface energy and surface tension, angle of contact,
applications of surface tension – ideas to drops, bubbles and capillary rise.
Heat, temperature, thermal expansion; specific heat, calorimetry; change of
statelatent heat. Heat transferconduction, convection and radiation,
Newton‘s law of cooling.

UNIT 8: THERMODYNAMICS (Marks: 02)

Thermal equilibrium and definition of temperature
(zeroth law of thermodynamics),. Heat work and internal energy. First law of
thermodynamics. Second law of thermodynamics: reversible and irreversible
processes. Heat engines and refrigerators (concept only)

UNIT 9: BEHAVIOUR OF PERFECT GAS AND KINECTIC THEORY
(Marks: 02)

Equation of state of a perfect gas, work done on
compressing a gas. Kinectic theory of gases – assumptions, concept of
pressure. Kinectic energy and temperature: rms speed of gas molecules;
Degrees of freedom, Law of equipartition of energy (Statement only) and
applications to specific heat capacities of gases; concept of Mean free path,
Avagadro’s number.

UNIT 10: OSCILLATIONS AND WAVES (Marks: 04)

Periodic motion – Period, frequency, displacement as
a function of time. Periodic functions. Simple harmonic motion (S.H.M.) and
its equation; phase; oscillations of a springrestoring force and force
constant; energy in S.H.M. – kinetic and potential energies; Simple
pendulumderivation of expression for its time period; Free, forced and
damped oscillations, resonance. Wave motion. Longitudinal and transverse
waves, speed of a wave. Displacement relation for a progressive wave.
Principle of superposition of waves, reflection of waves, Standing waves in
strings and organ pipes, fundamental mode and harmonics, Beats, Doppler
effect.

UNIT 11: ELECTROSTATICS (Marks: 04)

Electric charges: Conservation of charge, Coulomb’s
lawforces between two point charges, forces between multiple charges;
superposition principle and continuous charge distribution. Electric field:
Electric field due to a point charge, Electric field lines, Electric dipole,
Electric field due to a dipole, Torque on a dipole in uniform electric field.
Electric flux, Statement of Gauss’s theorem and its applications to find
field due to infinitely long straight wire, uniformly charged infinite plane
sheet and uniformly charged thin spherical shell (field inside and outside).
Electric potential, electric potential due to a point charge, a dipole and
system of charges; Equipotential surfaces, Electrical potential energy of a
system of two point charges and of electric dipole in an electrostatic field.
Conductors and insulators, Dielectrics and electric polarization, capacitor
and capacitance, combination of capacitors in series and in parallel,
capacitance of parallel plate capacitor with and without dielectric medium
between the plates, Energy stored in a capacitor. Van de Graff generator.

UNIT 12: CURRENT ELECTRICITY (Marks: 04)

Electric current, Drift velocity, Ohm’s law,
Electrical resistance, VI characteristics (linear & nonlinear),
Electrical energy and power, Electrical resistivity and conductivity, Carbon
resistors, Colour code for carbon resistors; Temperature dependence of
resistance. Internal resistance of a cell, potential difference and emf of a
cell, combination of cells in series and in parallel. Kirchhoff’s laws and
their applications. Wheatstone bridge, Metre bridge. Potentiometer –
principle and its application to measure the potential difference and for
comparing e.m.f. of two cells; measurement of internal resistance of a cell.

UNIT 13: MAGNETIC EFFECTS OF CURRENT AND MAGNETISM
(Marks: 05)

Biot – Savart law and its application to current
carrying circular loop. Ampere’s law and its applications to infinitely long
current carrying straight wire, straight and toroidal solenoids. Force on
moving charge in uniform magnetic and electric fields. Cyclotron. Force on a
currentcarrying conductor in a uniform magnetic field. Force between two
parallel currentcarrying conductorsdefinition of ampere. Torque experienced
by a current loop in uniform magnetic field; Moving coil galvanometer, its
current sensitivity and conversion with examples. Current loop as a magnetic
dipole and its magnetic dipole moment, magnetic field lines; Earth’s magnetic
field and magnetic elements. Para, dia and ferromagnetic substances with
examples. Electromagnets and factors affecting their strength, permanent
magnets.

UNIT 14: ELECTROMAGNETIC INDUCTION AND ALT. CURRENTS
(Marks: 04)

Electromagnetic induction: Faraday’s law, induced
emf and current; Lenz’s Law. Eddy currents. Self and mutual inductance.
Alternating currents, peak and rms value of alternating current/voltage;
reactance and impedance; LC oscillations (qualitative treatment only) &
LCR circuits series, resonance; power in AC circuits, wattles current. AC
generators and transformer.

UNIT 15: ELECTROMAGNETIC WAVES (Marks: 02)

Electromagnetic waves and their characteristics.
Transverse nature of electromagnetic waves. Electromagnetic spectrum (radio
waves, microwaves, infrared, visible, ultraviolet, Xrays, gamma rays)
including elementary facts about their uses.

UNIT 16: OPTICS (Marks: 07)

Ray opticsReflection of light, spherical mirrors,
mirror formula, refraction of lightTotal internal reflection and its
applications, Refraction at spherical surfaces, lenses, thin lens formula,
Lensmakers Formula, Magnification, Power of a Lens. Combination of thin
lenses in contact, Microscope and Astronomical Telescope (reflecting and
refracting) and their magnifying powers. Wave optics: wave front and Huygens’
principle, reflection and refraction of plane wave at a plane surface using
wave fronts. Proofs of laws of reflection and refraction using Huygen’s
principle. Interferences, Young’s double slit experiment and expression for
fringe width, coherent sources and sustained interference of light.
Diffraction due to a single slit, width of central maximum. Resolving power
of microscopes and astronomical telescopes, Polarisation, plane polarized
light; Brewster’s law, uses of plane polarized light and Polaroid’s.

UNIT 17: DUAL NATURE OF MATTER AND RADIATION (Marks:
02)

Dual nature of radiation. Photoelectric effect,
Hertz and Lenard’s observations; Einstein’s photoelectric equation; particle
nature of light. Matter waveswave nature of particle, de Broglie relation.
DavissionGermer experiment.

UNIT 18: ATOMS AND NUCLEI (Marks: 03)

Alphaparticle scattering experiment; Rutherford’s
model of atom; Bohr’s model of atom, energy levels, hydrogen spectrum.
Composition and size of nucleus, atomic masses, isotopes, isobars; isotones.
Radioactivityalpha, beta and gamma particles/rays and their properties;
radioactive decay law. Massenergy relation, mass defect; binding energy per
nucleon and its variation with mass number, nuclear fission and fusion.

UNIT 19: ELECTRONIC DEVICES (Marks: 04)

Quantitative ideas on Energy bands in solids,
conductors, insulators and semiconductors. Semiconductors; Semiconductor
diode: IV characteristics in forward and reverse bias; diode as a rectifier;
IV characteristics of LED, photodiode, solar cell and Zener diode; Zener
diode as a voltage regulator. Junction transistor and its action,
characteristics of a transistor; transistor as an amplifier (common emitter
configuration) and oscillator. Logic gates (OR, AND, NOT) concept of NAND and
NOR gates. Transistor as a switch.

UNIT 20: COMMUNICATION SYSTEM (Marks: 02)

Basic elements of communication system (block
diagram only), Bandwidth of signals (speech, TV and digital data); Bandwidth
of Transmission medium, Propagation of electromagnetic waves in the
atmosphere, sky and space wave propagation. Need for modulation: Production
and detection of an amplitude modulated wave.

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JKCET Syllabus for
CHEMISTRY
UNIT 1: CHEMICAL ARITHMETIC & ATOMIC STRUCTURE

Laws of chemical combination, Mole concept
(numericals) Percentage composition, Chemical reactions, Stoichiometry and
calculations based on stoichiometry. Atomic structure: Bohr‘s model of
Hydrogen atom, Quantum numbers, Pauli‘s exclusion principle, Hund‘s rule and
Aufbau principle. Heisenberg‘s uncertainty principle, deBroglie wave
equation and its significance.

UNIT 2: CHEMICAL EQUILIBRIUM

Law of mass action, LeChatelier‘s principle, and
its application to physical and chemical equilibria. Ionisation of weak
electrolytes (Ostwald‘s dilution law) Acids and bases: Acid base equilibria.
BronstedLowry and Lewis concept, of acids and bases. Ionic product of water.
pH and pOH scales, pKa & pKb values, Solubility product, Buffer solutions
Common ion effect, Hydrolysis of salts

UNIT 3: CHEMICAL KINETICS

Rate of chemical reaction, Average and instantaneous
rate, Factors effecting rate of reaction, Order and molecularity of reaction,
Integrated rate equation and Halflife period (for zero and first order)
reaction, Activation energy and Arrhenius equation.

UNIT 4: SOLUTIONS

Vapour pressure, Raoult‘s law, Ideal and Nonideal
solutions, Colligative properties. Determination of molecular mass of
nonvolatile solutes through colligative properties. Abnormal molecular
masses and Van‘t Hoff Factor.

UNIT 5: CHEMICAL THERMODYNAMICS

Energy changes taking place during chemical
reactions, Internal Energy and Enthalpy changes, Enthalpy of combustion,
Solution and Neutralization. Hess‘s Law (Numerical problems) Laws of
thermodynamicsfirst, second & third, Concepts of Entropy and Free
energy, Spontaneity of a chemical reaction and Thermodynamic equilibrium.

UNIT 6: REDOX REACTIONS AND ELECTROCHEMISTRY

Dependence of electrode and cell potential on
concentration (Nernst Equation), Electrode potential as a criteria for
product formation in electrolysis. E.M.F. of Galvanic cell, Relationship
between free energy change and E.M.F. of a cell. Definition and units of
Equivalent, Molar and Specific conductivity.

UNIT 7: SOLID STATE & STATES OF MATTER

Boyle‘s Law, Charle‘s law, Dalton‘s law of partial
pressure, Graham‘s law of diffusion of gases. Causes of deviation from ideal
behaviour, ideal gas equation and nature of ‗R‘, Vander Waal‘s equation,
surface tension and viscosity of liquids. Crystalline and amorphous solids,
Crystal lattice, Crystal types, Packing efficiency, calculation of density of
unit cell, Number of atoms per unit cell in a cubic cell. Coordination
number, Stoichiometric defects: Schottky, Frenkel and interstitial.
Properties of solids: Electrical, Magnetic & Dielectric.

UNIT 8: SURFACE CHEMISTRY

Freundlich Adsorption isotherm, preparation of
colloidal solutions by physical and chemical method. Electrical properties
(cataphoresis, electroosmosis, coagulation and protective colloids)
Homogeneous and Heterogeneous Catalysis.

UNIT 9: PERIODIC PROPERTIES

Classification of elements as s, p, d, and f block
elements. Variation of Ionization energy, Electron affinity,
Electronegativity, Atomic and Ionic radii along the period and down the group
in the periodic table.

UNIT 10: CHEMICAL BONDING AND MOLECULAR STRUCTURE

Types of chemical bonds, Ionic & covalent bonds,
Bond parameters, Quantum theory of covalent bond, pi and sigma bonds, Hybridization
involving s, p and dorbitals, Dipole moments and hydrogen bond. VSEPR:
Shapes of simple molecules ( H2O, NH3, SO2, CO2, PCl3, PCl5, CIF3, BF3, SF4,
XeF2, XeF4 ). Molecular orbital theory: Energy Levels and M.O. diagrams of
H2, H2 + ,He2, O2, O 1 2,O2 2 & F2. Bond order and its significance.

UNIT 11: CHEMISTRY OF REPRESENTATIVE ELEMENTS

S and P Block Elements: Electron configuration,
Oxidation states and trends in various properties like ionization energy,
electron affinity, atomic radii, electronegativity and diagonal relationship.
Alkali metals: Hydration of ions, action with ammonia, flame colouration,
solubility of hydroxides, carbonates and sulphates. Alkaline Earth Metals:
Solubility of carbonates, hydroxides and sulphates. Boron Family: Structure
of halides, relative acid strength of trihalides of boron. Carbon family:
Hydrides and oxides. Nitrogen family: Oxides of Nitrogen and Phosphorous,
reducing nature, basic strength and boiling points of their halides. Oxygen
family: volatility, thermal stability, acid character, reducing character and
bond angles of their hydrides, oxyacids of sulphur. Halogen family: Bond
energy, colour and oxidizing power, boiling point, acid strength and dipole
moment, thermal stability, reducing power of hydracids, relative acidity and
oxidizing power of oxyacids of halogens.

UNIT 12: TRANSITION ELEMENTS INCLUDING LANTHANOIDES

Electron configuration, Oxidation states, Colour,
and Magnetic properties. Oxides of Vanadium, Chromium and Manganese Alloys of
Copper, Silver and Iron. Metallurgy of Iron, Copper and Zinc.

UNIT 13: COORDINATION CHEMISTRY

Introduction, Ligands, Coordination Number, IUPAC
Nomenclature. Bonding theories: Werner‘s, VBT and CFT. Isomerism in
Coordination compounds (Ionization, Linkage, Hydrate, Geometrical and
Optical). Applications of Coordination complexes in Biology, Medicine and
Analytical Chemistry

UNIT 14: NOMENCLATURE AND BASIC CONCEPTS IN ORGANIC
CHEMISTRY

Nomenclature of organic compounds (monofunctional
and polyfunctional groups), inductive,eletromeric resonance and
hyperconjugation effects, reaction intermediates, carbocations, carbanions
and free radicals with their general stability order, types of organic
reactions (addition, substitution, elimination and redox reactions),
aromaticity on the basis of Huckel rule. Ortho, meta and para directing
groups.

UNIT 15: HYDROCARBONS

Structural isomerism in alkanes, alkenes, alkynes
and arenes, stereoisomerism: geometrical and optical isomerism, chirality,
origin of chirality, specific rotation, racemisation and resolution,
conformations in ethane and cyclohexane, relative configuration
(D,LNomenclature), absolute (R and S system of nomenclature).

UNIT 16: ORGANIC CHEMISTRY BASED ON FUNCTIONAL
GROUPI

Haloalkanes, haloarenes, alcohols and phenols:
General methods of preparation and properties. Choloroform and Iodoform.

UNIT 17: ORGANIC CHEMISTRY BASED ON FUNCTION GROUPII

Ethers, Aldehydes, Ketones, Monocarboxylic acids:
General methods of preparation and properties. Derivatives of monocarboxylic
acids like acid halides, acid anhydrides acid amides and esters. Relative
strength of carboxylic acids

UNIT 18: ORGANIC CHEMISTRY BASED ON FUNCTIONAL
GROUPIII

Cyanides, Isocyanides, Nitrocompounds and Amines:
General methods of preparation and properties. Relative basic character of
amines.

UNIT 19: MOLECULES OF LIFE

Carbohydrates: Definition, Classification,
Mutarotation, Structure of Animoacids, Peptides and Proteins (Molish and
ninhydrin tests). Classification and uses of vitamins. Chemicals in medicine
and health care, Dyes and drugs. Chemical reactions in atmosphere, ozone
depletion and its effects. Acid rain, Green House effect & Global
warming.

UNIT 20: POLYMERS

Introduction, Classification, Methods of
Polymerisation (Addition, Condensation, Free Radical, Cationic &
Anionic). Natural & Synthetic Polymers: Polythene, Nylon, Polyster,
Bakelite and Rubber. Biodegradable and NonBiodegradable Polymers.

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JKCET Syllabus for MATHEMATICS
UNIT 1: SETS, RELATIONS AND FUNCTIONS

Sets and their representation, finite and infinite
sets, empty set subsets, subset of real numbers especially intervals, power
set, universal set. Venn diagram, union and intersection of sets. Difference
of sets, Compliment of a set. Ordered pairs, Cartesian product of sets,
number of elements in the Cartesian product of two finite sets. Relations,
Domain, co domain and range of relation, types of relations, reflexive,
symmetric, transitive and equivalence relations. Functions as special kind of
relations from one set to another, domain, codomain and range of a function.
One to one, onto functions. Real valued functions of the real variable;
constant, identity, polynomial, rational, modulus, signum and the greatest
integer functions with their graphs. Sum, difference, product and quotients
of functions. Composition of functions, inverse of a function, binary
operations.

UNIT 2: COMPLEX NUMBER; LINEAR INEQUATION; LINEAR
PROGRAMMING

Complex number: Conjugate of a complex number,
modulus and amplitude (argument) of a complex number, Argand‘s plane and
polar representation of complex numbers, algebraic properties of complex
numbers. Fundamental theorem of algebra, solution of Quadratic equation in
the complex number system. Square root of a complex number. Linear
inequation: Algebraic solution of linear inequalities in one variable and two
variables. Linear programming: Introduction , definition of related
terminology such as constraints, objective function, optimization, different
type of linear programming problem (L.P), mathematical formulation of L.P
problem, graphical method of solution for problems in two variables, feasible
and infeasible regions, feasible and infeasible solutions, optimal feasible
solutions.

UNIT 3: SEQUENCE AND SERIES, PERMUTATION AND COMBINATION
& BINOMIAL THEOREM

Sequence and series: Arithmetic progression (A.P),
arithmetic mean (A.M), nth term, sum to nterms of an A.P, Geometric
progression (G.P) , Geometric Mean (G.M), nth term, sum to nterms and sum to
infinity of a G.P. Relation between A.M and G.M. Sum to n terms of .
Permutation and combination: Fundamental principle of counting, factorial n,
permutations P(n,r) and combinations C(n,r), simple applications. Binomial
Theorem:. Binomial theorem for positive integral power. general and middle
terms in the Binomial expansion. Pascal‘s triangle and simple applications.

UNIT 4: TRIGONOMETRIC AND INVERSE TRIGONOMETRY
FUNCTIONS

Positive and negative angles, measuring angles in
radians and in degrees, Conversion from one measure to another. Definition of
trigonometric functions with the help of unit circle. Periodicity of
Trigonometric functions. Basic Trigonometric identities sin2 x+cos2 x=1 for
all Sign of x etc. Trigonometric functions and their graphs. Expressions
for y)± y),cot(x ± y),tan(x ±y),cos(x ±sin(x
, sum and product formulae. Identities related to Sin2x, Cos2x, tan2x, Sin3x,
Cos3x, and tan3x. General and principal solutions of trigonometric equations
of the type Sin x= Sin a, Cos x= Cos a , Tan x= Tan a. Inverse trigonometric
functions, range, domain, principal value branches. Graphs of inverse
trigonometric functions, elementary properties of inverse trigonometric
functions

UNIT 5: MATRICES AND DETERMINANTS

Matrices, concepts, notation, order, equality, types
of matrices, Zero matrix, transpose of matrix, Symmetric and skew symmetric
matrices. Addition, multiplication, scaler multiplication of matrices, simple
properties of addition, multiplication and scaler multiplication of matrices.
Noncommutativity of multiplication of matrices and existence of nonzero
matrices whose product is the zero matrix (order 2x2). Concept of elementary
row and column operation, Invertible matrices and uniqueness of inverse, if
it exists. (Matrices with real entries). Determinants of square matrix (upto
3x3 matrices) properties of determinants, minors, cofactors and applications
of determinants in finding area of a triangle. Adjoint and inverse of a
square matrix. Consistency, inconsistency and number of solutions of system
of linear equations by examples, solving system of linear equations in two or
three variables using inverse of a matrix.

UNIT 6: LIMIT, CONTINUITY AND DIFFERENTIATION

Concept of limit of a function. Theorems on Limits,
Evaluation of limits using standard results x Sinx x 0 lim ® , x a
x a n n x a  ® lim , Continuity of a function at
a point. Continuity of Sum, product and quotient of functions. Derivative:
definition of a derivative of a function, geometrical interpretation of the
derivative. Derivative of sum, difference, product and quotient of two
or more functions.Ø Derivative of algebraic and composite
functions.Ø Derivative of trigonometric and inverse trigonometric
functions.Ø Chain rule, derivative of implicit functions.Ø
Derivative of logarithmic and exponential functions.Ø Logarithmic
differentiation.Ø Derivative of functions expressed in parametric
forms.Ø Second order derivatives. Rolle‘s and Lagrange‘s Mean
Value Theorem and their geometrical interpretation and their simple
applications.Ø Application of Derivative: rate of change, increasing and
decreasing functions, tangents and normals, approximation, maxima and minima
(first derivative and second derivative test). Simple problems.

UNIT 7: INTEGRATION AND DIFFERENTIAL EQUATIONS

Integration as inverse process of differentiation.
Integration of variety of functions by Substitution, by parts, by partial
fractions. Simple integrals of the type: Definite integrals as a Limit of a
sum. Fundamental Theorem of calculus. Basic properties of definite integrals
Evaluation of definite integrals. Application of integrals: Application in
finding the area under simple curves, especially lines. Areas of circles, parabolas
and ellipses (in standard form) Area under the curve y= Sinx, y= Cosx, area
between the above two curves. Differential Equations: Definition, order and
degree of a differential equation. General and particular solutions of a
differential equation. Formation of a differential equation whose general
solution is given. Solution of differentiation equation by method of
separation of variables. Solution of Homogeneous differential equation of
first order and first degree.

UNIT 8: STRAIGHT LINES AND CONIC SECTIONS

Distance between two points, section, slope of a
line, angle between two lines, various forms of equations of lines,
pointslope form, intercept form, two point form, and normal form. General
equation of a line, distance of a point from a line. Conic Section: Sections
of a cone, circles, parabola, ellipse, hyperbola, a point, a straight line
and a pair of intersecting lines as a degenerated case of conic section.
Standard equation of a circle, parabola, ellipse, and hyperbola and their
simple properties.

UNIT 9: STATISTICS AND PROBABILITY

STATISTICS Measure of dispersion, mean, deviation,
variance and standard deviation of ungrouped/ grouped data. Analysis of
frequency distribution with equal means but different variances. PROBABILITY
: Random Experiment: outcome, sample spaces. Events: Mutually exclusive and
exhaustive events. Axiomatic (set theoretic) probability, probability of an
event, probability of ―Not‖ and ―Or‖ events. Multiplication theorem on probability, conditional
probability, independent events, total probability, Baye‘s theorem, random
variable and its probability, distribution, mean and variance of a random
variable. Repeated independent (Bernouli) trials and Binomial distribution.

UNIT 10: VECTORS AND THREE DIMENSIONAL GEOMETRY

Vectors and scalars, magnitude and direction of a
vector Direction Cosines and ratios of a vector. Types of vector, equal,
zero, unit, parallel and collinear vectors. Position vector of a point ,
negative of a vector, components of a vector, addition of vectors, Scalar
multiplication, position vector of a point dividing a line segment in a given
ratio. Scalar (dot) product of vectors, projection of a vector on a line.
Vector (cross) product of vectors, Scalar triple product. Coordinate axes and
Coordinate planes in three dimensions of a point, distance between two points
and sectional formula. STRAIGHT LINES AND SPACE Direction cosines and
direction ratios of a line joining two points. Cartesian and vector equation
of a line ( in various forms), coplanar and skewlines, shortest distance
between two lines. PLANES Cartesian and vector equation of a plane( in
various forms). Distance of a point from a plane. Angle between: i. Two lines
ii. Two planes. iii. A line and a plane

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JKCET Exam Pattern:
 JKCET mode of exam: Offline mode with questions in English only.
 Questions will be asked from the subjects namely Physics, Chemistry and Mathematics.
 JKCET Question paper: 180 questions in 3 hours
 Each question carries 1 mark and 0.25 mark is deducted for every incorrect answer.
Name of Section

Number of questions

Maximum Marks

Duration of Exam

Marking Scheme

Physics

60

60

3 Hours

Correct Answer: +1 Mark
Incorrect Answer: 0.25 mark

Chemistry

60

60


Mathematics

60

60

Marking Scheme:
For Physics:
TOPICS

(MARKS)

PHYSICAL WORLD AND MEASUREMENT

2

KINEMATICS

3

LAWS OF MOTION

2

WORK, ENERGY AND POWER

2

MOTION OF SYSTEM OF PARTICLES AND RIGID BODY

2

GRAVITATION

2

PROPERTIES OF BULK MATTER

2

THERMODYNAMICS

2

BEHAVIOUR OF PERFECT GAS AND KINETIC THEORY

2

COMMUNICATION SYSTEM

2

OSCILLATIONS AND WAVES

4

ELECTROSTATICS

4

CURRENT ELECTRICITY

4

MAGNETIC EFFECTS OF CURRENT AND MAGNETISM

5

ELECTROMAGNETIC INDUCTION AND ALT. CURRENTS

4

ELECTROMAGNETIC WAVES

2

OPTICS

7

DUAL NATURE OF MATTER AND RADIATION

2

ATOMS AND NUCLEI

3

ELECTRONIC DEVICES

4

Read Here: How
Students Can Manage Their Study Timing
For Chemistry:
TOPICS

(MARKS)

CHEMICAL ARITHMETIC AND ATOMIC STRUCTURE

3

CHEMICAL EQUILIBRIUM

4

CHEMICAL KINETICS

2

SOLUTIONS

2

CHEMICAL THERMODYNAMICS

4

REDOX REACTIONS AND ELECTROCHEMISTRY

3

SOLID STATE AND STATES OF MATTER

4

SURFACE CHEMISTRY

2

PERIODIC PROPERTIES

2

POLYMERS

3

CHEMICAL BONDING AND MOLECULAR STRUCTURE

4

CHEMISTRY OF REPRESENTATIVE ELEMENTS

4

TRANSITION ELEMENTS INCLUDING LANTHANOIDES

2

COORDINATION CHEMISTRY

4

NOMENCLATURE AND BASIC CONCEPTS IN ORGANIC CHEMISTRY

3

HYDROCARBONS

3

ORGANIC CHEMISTRY BASED ON FUNCTIONAL GROUP 1

2

ORGANIC CHEMISTRY BASED ON FUNCTIONAL GROUP2

3

ORGANIC CHEMISTRY BASED ON FUNCTIONAL GROUP3

3

MOLECULES OF LIFE

3

For Mathematics:
Topics

Marks

SETS, RELATIONS AND FUNCTIONS

6

COMPLEX NUMBER, LINEAR EQUATION, LINEAR PROGRAMMING

6

INTEGRATION AND DIFFERENTIAL EQUATION

7

STRAIGHT LINES AND CONIC SECTIONS

5

STATISTICS AND PROBABILITY

6

SEQUENCE AND SERIES, PERMUTATION AND COMBINATION,
BINOMIAL THEOREM

6

TRIGNOMETRIC AND INVERSE TRIGNOMETRIC FUNCTIONS

6

MATRICES AND DETERMINANTS

4

LIMIT, CONTINUITY AND DIFFERENTIATION

8

VECTORS AND 3D GEOMETRY

6

 Firstly you must visit the official website of the authority that is jkbopee.gov.in
 Hit on the link for “INFORMATION BROCHURE 2018” given on the home page.
 A PDF file will get opened and you need to scroll down on that, and you will be able to get the JKCET Syllabus.
 Check the entire syllabus carefully and download JKCET Syllabus, finally you can take the print out of the JKCET Syllabus for the future usage.
 Hit on the below given link to get JKCET Syllabus.
JKCET Syllabus>>>Get PDF
How to Prepare for JKCET:
 Candidates must know about the complete details regarding their exam such as date, pattern, topics etc.
 Set a fix time for study from your daily routine.
 Divide chapters according to the weightage and manage time for it
 Make correct order for the chapters to be studies, so that u can have revision time also.
 Make sure that all your concepts should be clear before attempting questions for practice.
 After completing all the topics, revise them again and practice questions and so as to appear for exam without any trouble.
Instructions For JKBOPEE Examination:
 Contenders appearing in the examination should meet the eligibility norms.
 Before going for exam, aspirants are required to go through the exam information carefully.
 It is responsibility of the candidate to show sincere and honest attitude while appearing for examination. Any unfair practice or fraudulent practice will not be acceptable.
 In case, if any aspirant breaks the barriers and violate the rules, strict action will be taken against him/her for such acts.
 There can be criminal proceeding for acts of guilty, or conducting body can cancel the examination as given authority.
Note:
For more details
candidates are referred to visit the official website of the organization. And
if you have any query regarding JKCET Syllabus 2018, you can ask in by typing
in the comment box provided below. Dear Aspirants!!
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