Amity Joint Entrance Examination

Conducted by:Amity University

Start Date of Application:Apr 25, 2019 Last Date of application:May 10, 2019 Exam Date: Coming Soon Result Date: Coming Soon

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Amity JEE Syllabus

Mentioned below is the table depicting the Amity JEE Exam Syllabus for the subject along with the number of question asked in Amity JEE Exam. Candidates can refer that table for preparing for Amity JEE Exam.

S. No	Subject	Amity JEE Exam Syllabus	No. of Questions Asked	Amity JEE Exam - Time Duration
1.	Amity JEE Exam - English	Reading Comprehension Grammer Vocabulary Verbal Ability Logical Ability	15	120 minutes
2.	Amity JEE Exam - Physics	Physics and Measurement Vector Algebra Kinematics of a Particle Newton’s Laws of Motion Work, Energy and Power Rotational Motion Gravitation Periodic Motion Wave Motion Properties of Solids and Liquids Heat Thermodynamics Kinetic Theory of Gases Electrostatics Current Electricity Magnetic Effects of Current and Magnetism Terrestrial Magnetism Electromagnetic Induction Alternating Currents Electromagnetic Waves Ray Optics Wave Optics Dual Nature of Matter and Radiation Atoms and Nuclei Electronic Devices Communication Systems Experimental Skills	25
3.	Chemistry	Some Basic Concepts in Chemistry Chemistry in Everyday Life Atomic Structure Classification of Periodicity and Elements Chemical Bonding and Molecular Structure States of Matter Chemical Thermodynamics Chemical Equilibrium Ionic Equilibrium Redox Reactions Hydrogen S-Block Elements P- Block Elements Purification and Characterization of Organic Compounds Basic Principles of Organic Chemistry Hydrocarbons Solid State Solutions Electro Chemistry Chemical Kinetics Surface Chemistry General Principles and Processes of Isolation of Elements D and F Block Elements Co-Ordination Compounds Organic Compounds Containing Halogens ( Alkyl and Aryl Halides) Organic Compounds Containing Oxygen Organic Compounds Containing Nitrogen Polymers Biomolecules	25
4.	Amity JEE Exam - Mathematics	Quadratic Equation Sequence Series Complex Number Binomial Theorem Permutation and Combinations Matrix and Determinant Straight Line Circle Parabola Trinometric Equations (Ratios, Identities, Equations) Properties of Triangles Functions Limits and Continuity Differentiation and Differentiability Indefinite Integration Definite Integration Area Differential Equations Application of Derivatives (Tangents and Normals) Maxima and Minima Ellipse and Hyperbola Inverse Trigonometric Function Probability 3D Vectors