Education

# Syllabus for JEE MAIN exam

JEE Main is one of the most prestigious exams for admission to premier engineering institutes. It is conducted by the National Testing Agency.

**Paper 1 – B.E/B.Tech**

**Maths –**Representation of sets, different types of relations and functions, functionality of complex numbers, quadratic numbers and their properties, established relations between roots of equations and their coefficients, what is a matrix, what is a determinant, applications of matrices and determinants, solving linear equations using concept of determinants, representational meaning of permutations and combinations, applications of permutations and combinations, applications and properties of the concept of mathematical induction, what is binomial theorem, what are the applications of binomial theorem, arithmetic progression, geometric progression, harmonic progression, applications of different types of sequences, concept of limits, relating limits to continuity and also differentiability, various theorems on differentiability, applications of derivatives like tangents and normals, maxima, minima and numeral approximation, concept of integration being the exact opposite of differentiation, using trigonometric identities for the purpose of integration, definite integrals, indefinite integrals, using integration to find the area bounded by simple curves, using various techniques to solve differential equations of variable degrees and orders, rectangular cartesian coordinate system in detail, equations of line, conversion of one form of equation to the other, circle and its equations, conversion of one form of equation to the other, distance between points, distance between plane and point, equations of line, equations of plane, equations of plane and line, vectors and scalars, different types of products of vectors and scalars, statistics, probability, fundamentals of mathematical reasoning, trigonometryVisit Here:__wpswebnews__

**Physics –**Physical quantities and their measurements, errors in calculating measurements, what is motion and the different types of motion, graphical representation and analysis of relations between position, time, speed, velocity, acceleration, force and its consequences, Newton’s laws of motion, different types of friction, circular motion, what is work and its relation with energy, mechanical energy, conservation of forces, types of collisions, rotational motion, laws of gravitation and principles of escape velocity, properties of states of matter, properties of gases, thermodynamics, electrostatics, magnetism and electromagnetism, nature of matter, nature of radiation, electromagnetic induction and its properties, structure of atom and nucleus, optics, devices, waves, communication systems placed in position, added experiments

**Chemistry –**Matter around us and its nature, previously proposed theories by eminent scientists, the structure of atom and structure of a molecule, chemical equations, properties of different states of matter – gases, liquids, solids, the structure of atoms in detail, how chemical bonding occurs on the molecular level, different types of bonding, laws of thermodynamics and its consequences, different types of solutions, conversion of one state of matter into the other, equilibrium, oxidation and reduction reactions, properties of hydrogen in detail, the chemistry of surfaces, s block elements of the periodic table, p block elements of the periodic table, inorganic chemistry and organic chemistryVisit The Site:__networldking52__

**Paper 2A – B.Arch**

**Maths –**Representation of sets, different types of relations and functions, functionality of complex numbers, quadratic numbers and their properties, established relations between roots of equations and their coefficients, what is a matrix, what is a determinant, applications of matrices and determinants, solving linear equations using concept of determinants, representational meaning of permutations and combinations, applications of permutations and combinations, applications and properties of the concept of mathematical induction, what is binomial theorem, what are the applications of binomial theorem, arithmetic progression, geometric progression, harmonic progression, applications of different types of sequences, concept of limits, relating limits to continuity and also differentiability, various theorems on differentiability, applications of derivatives like tangents and normals, maxima, minima and numeral approximation, concept of integration being the exact opposite of differentiation, using trigonometric identities for the purpose of integration, definite integrals, indefinite integrals, using integration to find the area bounded by simple curves, using various techniques to solve differential equations of variable degrees and orders, rectangular cartesian coordinate system in detail, equations of line, conversion of one form of equation to the other, circle and its equations, conversion of one form of equation to the other, distance between points, distance between plane and point, equations of line, equations of plane, equations of plane and line, vectors and scalars, different types of products of vectors and scalars, statistics, probability, fundamentals of mathematical reasoning, trigonometry- Awareness of surrounding objects like buildings
- Three-dimensional analysis and understanding of objects around you
- Sketching objects and dynamic scenes around you

**Paper 2B – B. Planning **

- Representation of sets, different types of relations and functions, functionality of complex numbers, quadratic numbers and their properties, established relations between roots of equations and their coefficients, what is a matrix, what is a determinant, applications of matrices and determinants, solving linear equations using concept of determinants, representational meaning of permutations and combinations, applications of permutations and combinations, applications and properties of the concept of mathematical induction, what is binomial theorem, what are the applications of binomial theorem, arithmetic progression, geometric progression, harmonic progression, applications of different types of sequences, concept of limits, relating limits to continuity and also differentiability, various theorems on differentiability, applications of derivatives like tangents and normals, maxima, minima and numeral approximation, concept of integration being the exact opposite of differentiation, using trigonometric identities for the purpose of integration, definite integrals, indefinite integrals, using integration to find the area bounded by simple curves, using various techniques to solve differential equations of variable degrees and orders, rectangular cartesian coordinate system in detail, equations of line, conversion of one form of equation to the other, circle and its equations, conversion of one form of equation to the other, distance between points, distance between plane and point, equations of line, equations of plane, equations of plane and line, vectors and scalars, different types of products of vectors and scalars, statistics, probability, fundamentals of mathematical reasoning, trigonometry
- Awareness of surrounding objects like buildings
- Three-dimensional analysis and understanding of objects around you
- Thinking skills, general awareness, an idea about social sciences

Students can also go through the JEE Main 2019 Paper with Solution to get an idea about the exam pattern.

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