JEE Advanced 2018 Syllabus

JEE Advanced is the second stage of IIT JEE exam. Experts at MOTION suggest that before starting the preparation, one needs to have a proper understanding of JEE Advanced syllabus and accordingly devote time for preparation. In JEE Advanced syllabus the weightage given for each unit changes and many more topics are included in comparison to the mains syllabus.
For clearing this exam the students are required to be more logical, dedicated and hardworking. JEE Advanced Syllabus 2018 is focused more on the applications of concepts, therefore, the aspirants need to set a time goal to complete the syllabus and keep pressing forward to prepare for this exam. At MOTION numerous revision tests are taken before the exam so that the student performs well without any pressure at the last minute.

Physics

S.No

Sections

Topics

1

General

  • Units and Dimensions

  • Methods of measurement and error analysis for physical quantities pertaining to various experiments

2

Mechanics

  • Kinematics in One or Two Dimensions

  • Newton’s Laws of Motion

  • Work and Power

  • Systems of Particles

  • Law of Gravitation

  • Moment of Inertia

  • Linear and Angular Simple Harmonic Motions

  • Hooke’s Law, Young’s Modulus

  • Pressure in a Fluid

  • Wave Motion

3

Thermal Physics

  • Thermal Expansion of Solids, Liquids and Gases

  • Elementary Concepts of Convection and Radiation

  • Specific Heats

  • First Law of Thermodynamics and its Applications

4

Electricity and Magnetism

  • Coulomb’s Law

  • Capacitance

  • Electrical Current

  • Biot-Savart’s Law and Ampere’s Law

  • Magnetic Moment of a Current Loop

  • Electromagnetic Induction

5

Optics

  • Rectilinear Propagation of Light

  • Wave Nature of Light

6

Modern Physics

  • Atomic Nucleus

  • Fission and Fusion Processes

  • Photoelectric Effect

  • Bohr’s Theory of Hydrogen Like Atoms

Chemistry

S.No

Sections

Topics

1

Physical Chemistry

  • General Topics

  • Gaseous and Liquid States

  • Atomic Structure and Chemical Bonding

  • Energetics

  • Chemical Equilibrium

  • Electro chemistry

  • Chemical Kinetics

  • Solid State

  • Solutions

  • Surface Chemistry

  • Nuclear Chemistry

2

Inorganic Chemistry

  • Isolation/ Preparation and Properties of the Non Metals

  • Preparation and Properties of the Following Compounds

  • Transition Elements (3D Series)

  • Preparation and Properties of Compounds

  • Ores and Minerals

  • Extractive Metallurgy

  • Principles of Qualitative Analysis

3

Organic Chemistry

  • Concepts

  • Preparation, Properties and Reactions of Alkanes

  • Preparation, Properties and Reactions of Alkenes and Alkynes

  • Reactions of Benzene

  • Phenols

  • Characteristic Reactions

  • Carbohydrates

  • Amino Acids and Peptides

  • Properties and Uses of Some Important Polymers

  • Practical Organic Chemistry

Mathematics

S.No

Sections

Topics

1

Algebra

  • Algebra of Complex Numbers

  • Triangle Inequality

  • Geometric Interpretations

  • Quadratic Equations with Real Coefficients

  • Arithmetic

  • Geometric and Harmonic Progressions

  • Logarithms and their Properties

  • Permutations and Combinations

  • Matrices

  • Probability

2

Trigonometry

  • Trigonometric Functions

  • General Solution of Trigonometric Equations

  • Relations between Sides and Angles of a Triangle

  • Inverse Trigonometric Functions

3

Analytical Geometry

  • Two Dimensions

  • Equation of a Straight Line in Various Forms

  • Concurrency of Lines

  • Equation of a Circle in Various Forms

  • Parametric Equations of a Circle

  • Equations of a Parabola

  • Locus Problems

  • Three Dimensions

4

Differential Calculus

  • Real Valued Functions of a Real Variable

  • Limit and Continuity of a Function

  • Even and Odd Functions

  • Derivative of a Function

  • Derivative of the Sum

  • Derivative of Implicit Functions

  • Rolle’s Theorem and Lagrange’s Mean Value Theorem

5

Integral Calculus

  • Integration as the Inverse Process of Differentiation

  • Fundamental Theorem of Integral Calculus

  • Integration by Parts

  • Formation of Ordinary Differential Equations

6

Vectors

  • Addition of Vectors

  • Scalar Multiplication

  • Dot and Cross Products

  • Scalar Triple Products their Geometrical Interpretations