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Updated By Abhik Das on 15 Dec, 2020 11:53
Get GEEE Sample Papers For Free
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:
Physics | Kinematics 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 Gravitation Thermodynamics Electrostatics Oscillations and Waves Magnetic Effects of Current and Magnetism Current Electricity Electromagnetic Waves Electromagnetic Induction and Alternating Currents Dual Nature of Matter and Radiation Optics Atoms and Nuclei Communication System Electronic Devices |
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Chemistry | Chemical Arithmetic & Atomic Structure Chemical Kinetics Chemical Equilibrium Chemical Thermodynamics Solutions 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 Polymers Molecules of Life Nomenclature and Basic Concepts in The Organic Chemistry Hydrocarbons |
Mathematics | 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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