GEEE Syllabus 2021

Updated By Abhik Das on 15 Dec, 2020 11:53

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GEEE 2021 Syllabus

To prepare for GEEE 2021, candidates must know the syllabus of the examination. The questions for GEEE 2021 will be of 10+2 level. The subjects are Physics, Chemistry and Mathematics. The questions asked in GEEE 2021 will be broadly based on CBSE and State Board of Higher Secondary Education syllabus. Candidates can start their preparation from 12th standard and keep revising the main topics of Physics, Chemistry, and Mathematics. Topics covered under GEEE 2021 are broadly classified as:




The motion of System of Particles and Rigid Body

Physics and Measurement

Work, Energy, and Power

Laws of Motion

The behaviour of Perfect Gas and Kinetic Theory

Properties of Bulk Matter




Oscillations and Waves

Magnetic Effects of Current and Magnetism

Current Electricity

Electromagnetic Waves

Electromagnetic Induction and Alternating Currents

Dual Nature of Matter and Radiation


Atoms and Nuclei

Communication System

Electronic Devices


Chemical Arithmetic & Atomic Structure

Chemical Kinetics

Chemical Equilibrium

Chemical Thermodynamics


Solid State & States of Matter

Redox Reactions and Electrochemistry

Chemical Bonding and Molecular Structure

Classification of Elements and Periodicity in Properties

Surface Chemistry

Transition Elements Including Lanthanoides

Chemistry of Representative Elements

Organic Chemistry Based On Functional Group-I

Organic Chemistry Based On Function Group-II

Organic Chemistry Based On Functional Group-III

Co-Ordination Chemistry and Organometallics


Molecules of Life

Nomenclature and Basic Concepts in The Organic Chemistry



Complex Numbers, Linear Inequation, Linear Programming

Sets, Relations and Functions

Trigonometric and Inverse Trigonometry Functions  

Sequence and Series, Permutation and Combination

Limit, Continuity and Differentiation

Matrices and Determinants

Straight Lines and Conic Sections

Vectors and Three Dimensional Geometry

Statistics and Probability

Integration and Differential Equations

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