KLUEEE Syllabus 2018

Nidhi Bahl Updated On: 20 Aug, 2018 16:57 IST

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15 Sep, 2017

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KLUEEE 2018 Syllabus

The questions in the KLUEEE 2018 are based on the syllabus of KLUEEE 2018. Before appearing for the entrance exam, candidates must go through the entire KLUEEE syllabus 2018. The KLUEEE 2018 syllabus carries topics from Physics, Chemistry and Mathematics and in order to prepare well for the exam, candidates should know all the topics included in the entrance exam.

KLUEEE Syllabus 2018 for Chemistry

Alcohols

Ethers

Carboxylic Acids

Aldehydes and Ketones

Environmental Chemistry

Group Elements

Hydrocarbons – I (Alkanes and Alkenes)

IV Group Elements

Hydrocarbons – II

V Group Elements

Alkyl Halides

VI Group Elements

Nitrogen Compounds

VII Group Elements

Chemistry in Biology and Medicine

Electro Chemistry

Noble Gases

Chemical Equilibrium and Chemical Kinetics

Transition Elements (d Block)

Chemical Energetics

Hydrogen and its Compounds

Surface Chemistry

Alkali and Alkaline Earth Metals

Stoichiometry

Periodic Classification of Elements

Gaseous State

Chemical Bonding

Solutions

Atomic Structure

Acids and Bases

Nuclear Chemistry

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KLUEEE 2018 Syllabus for Physics 

Current Electricity

Physical Optics

Atomic Physics

Magnetism

Thermo Electricity

Electro Statics

Surface Tension

Thermodynamics

Hydrodynamics

Thermal Radiations

Viscosity

Sound

Expansion of Solids – Liquids – Gases

Friction

Work, Power and Energy

Rotatory Motion

Centre of Mass

Gravitation

Kinematics – Dynamics

Simple Harmonic Motion

Elasticity

Units and Dimensions

Electro Magnetics

Elements of Vectors

Geometrical Optics

Nuclear Physics

Semi Conductor Devices

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KLUEEE 2018 Syllabus of Mathematics

Sets, Relations and Mapping

Matrices, Quadratic Equations

Scalar Triple Products

Binomial Theorem, Sets Relations Mapping

Properties of triangles

Tangents and Normal

Mean, Variance and Standard Deviation

Statistics, Inverse Trigonometry

Differentiation

Distance Formula, Section Formula

Integration

Coordinate Geometry

Differential Calculus

Progression and Series

Maxima, Minima, Bayes’ Theorem

Complex Numbers, conjugate

Trigonometric Functions

Probability, Integration by parts. Integration by substitution and partial fraction.

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