KEAM Syllabus 2018

Jayita Ekka Updated On: 16 Oct, 2018 11:29 IST

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KEAM 2018 Syllabus

KEAM syllabus 2018 has all the topics that candidates need to study to be able to answer questions asked in the entrance exam. Before starting the exam preparation, it is indeed important for the candidates to go through all the topics in detail for a proper understanding of each subject.

Given below is a detailed subject-wise syllabus of KEAM 2018.

KEAM Chemistry 2018 Syllabus

Organic Compounds With Functional Groups Containing Oxygen

Environmental Chemistry and Chemistry in Everyday Life

Organic Reaction Mechanism


S-Block Elements & Principles of Metallurgy

Coordination Compounds and Organometallics

Chemical Kinetics

P-Block Elements

Basic Concepts and Atomic Structure

States of Matter

Organic Compounds With Functional Groups Containing Nitrogen


Bonding and Molecular Structure

Basics Principles, Purification and Characterization of Organic Compounds

Chemical Equilibrium

Redox Reaction and Electrochemistry

Polymers & Biomolecules

Surface Chemistry

Periodic Properties of Elements and Hydrogen


D-Block & F-Block Elements

Organic Compounds With Functional Groups Containing Halogens

KEAM Physics 2018 Syllabus

Dual Nature of Matter and Radiations

Introduction and Measurement

Magnetic Effect of Current and Magnetism


Work, Energy and Power

Description of Motion in One Dimension

Description of Motion in Two and Three Dimension


Principles of Communications


EMI and Alternating Current

Mechanics of Solids and Fluids

Laws of Motion

Solids and Semiconductor Devices

Heat and Thermodynamics


Atomic Nucleus

Electromagnetic Waves

Current Electricity


Motion of System of Particles & Rigid Body Rotation


KEAM Mathematics 2018 Syllabus 

Linear Inequations

Mathematical Logic & Boolean Algebra

Circles and Family of Circles

Trigonometric Functions & Inverse Trigonometric Functions

3D Geometry


Sequence and Series

Quadratic Equations


Lines and Family of Lines

Definite and Indefinite Integrals

Matrices and Determinants

Permutations, Combinations and Binomial Theorem and Mathematical Induction

Functions, Limits and Continuity

Statistics and Probability

Differential Equations

Conic Sections

Complex Numbers

Sets, Relation and Functions

Cartesian System of Rectangular Coordinates

Application of Derivatives


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