IIT JAM Syllabus 2022-23: Download the Updated Syllabus for All Subjects and Check Exam Pattern Now!!!

IIT JAM Syllabus 2022-23: Download Free PDF Updated Syllabus for All Subjects and Check Exam Pattern Now!!! The Indian Institute of Science, Bangalore (IISc) and Indian Institutes of Technology (IITs) on behalf of Ministry of Education (MoE), Government of India Jointly is to Conduct the Joint Admission test for Masters for the Year 2022-23. The Exam Registration Process is going on at Present. The Candidates can Register for the IIT JAM 2023 through the Link Available. Candidates Planning to Appear for the Exam can check the Exam Pattern and Updated Syllabus for All Subjects here.

IIT JAM Syllabus 2022-23 Details

Board Name	Indian Institute of Science, Bangalore (IISc) and Indian Institutes of Technology (IITs) on behalf of Ministry of Education (MoE), Government of India
Exam Name	Joint Admission test for Masters
Exam Date	Feb 12, 2023 (Sunday)
Syllabus	Available Now
Status	Syllabus Available

IIT JAM Selection Process:

The Candidates will be Selected based on the exam computer-based test (CBT) conducting body for this year.

IIT JAM Exam Pattern:

• The IIT JAM is to be Conducted on computer-based test (CBT) for seven subjects, namely, Physics, Chemistry, Geology, Mathematics, Mathematical Statistics, Biotechnology and Economics.
• The Exam consist of Seven papers for 100 marks each. The Tpes of Questions asked are Multiple Choice Questions (MCQs), Multiple Select Questions (MSQs), and Numerical Answer Type (NAT)
• The Total Questions for a Paper is 60 – Differential marking scheme carrying 1 mark and 2 marks.
• The Exam is held for 3 Hours Duration.

IIT JAM Syllabus 2022-23 Subjects:

• Biotechnology
• Computer Application
• Chemistry
• Geology
• Geophysics
• Mathematics

IIT JAM Syllabus 2022-23 Topics in Detail:

Biotechnology:

• General Biology.
• Taxonomy and Physiology.
• Cell Organelles and their Function.
• Multicellular Organization.
• Regulation of Body Fluids.
• Excretory Mechanisms.
• Genesis and Diversity of Organisms.
• Animal Behavior.
• Plant and Animal Diseases.
• Basics of Biochemistry.
• Molecular Biology.
• Enzymes and Proteins.
• Biological Oxidation.
• Carbohydrates and Lipids.
• Plant and Animal Hormones.
• Nervous System.
• Genetic Code.
• Enzyme Mechanisms and Kinetics.
• Nucleic Acid Metabolism.
• The structure of Biomolecules.
• Principles of X-Ray Diffraction.
• IR and UV Spectroscopy.
• Microbiology, Cell Biology, and Immunology.
• Pathogenic Microorganisms and Disease.
• Applied Microbiology.
• Microbial Genetics.
• Innate and Adaptive Immunity.
• Antigen Antibodies.
• Cell Theory.
• Cell Architecture.
• Mathematical Sciences.
• Mathematical functions.
• Permutations and Combinations.

Mathematics:

• Sequences and Series of Real Numbers.
• Convergent and Divergent Sequences.
• Bounded and Monotone Sequences.
• Convergence Criteria for Sequences of Real Numbers.
• Tests of Convergence for Series of Positive Terms.
• Functions of One Variable.
• Rolle’s Theorem.
• Mean Value Theorem.
• Taylor’s Theorem.
• Maxima and Minima.
• Functions of Two Real Variables
• The method of Lagrange Multipliers.
• Homogeneous functions.
• Euler’s theorem.
• Integral Calculus.
• Differential Equations.
• Ordinary Differential Equations of the First order.
• Bernoulli’s Equation.
• Exact Differential Equations.
• Cauchy-Euler Equation.
• Vector Calculus.
• Scalar and Vector Field.
• Stokes and Gauss theorems.
• Group Theory.
• Linear Algebra.
• Vector Spaces.
• Rank and Inverse of a Matrix.
• Solutions of Systems of Linear Equations.
• Consistency Conditions.
• Eigenvalues and Eigen Vectors.
• Cayley-Hamilton Theorem.
• Skew-Symmetric.
• Skew-Hermitian.
• Orthogonal and Unitary Matrices.
• Real Analysis.

Chemistry:

• Basic Mathematical Concepts.
• Maxima and Minima.
• Vectors and Matrices.
• Atomic and Molecular Structure.
• Fundamental Particles.
• Bohr’s Theory.
• Wave-Particle Duality.
• Uncertainty principle.
• Schrödinger’s wave equation.
• Theory of Gases.
• Equation of state of ideal and non-ideal gasses.
• Kinetic theory of gasses.
• Maxwell-Boltzmann distribution law.
• Solid state.
• Crystal Systems
• Born-Haber cycle.
• Heat capacity of Solids.
• Chemical Thermodynamics.
• Reversible and Irreversible Processes.
• Entropy and free energy.
• Criteria for spontaneity.
• Chemical and Phase Equilibria.
• Chemical Kinetics.
• Organic Chemistry.
• Organic Chemistry and Stereochemistry.
• Electronic effect.
• steric effects and its applications.
• Organic Reaction Mechanism and Synthetic Applications.
• Qualitative Organic Analysis.
• Natural Products Chemistry.
• Heterocyclic Chemistry.
• In Organic Chemistry.
• Periodic Table.
• Chemical Bonding and Shapes of Compounds.
• Main Group Elements.
• Transition Metals.
• Bioinorganic Chemistry.
• Instrumental Methods of Analysis.
• Analytical Chemistry.

Mathematics:

• Sequences and Series.
• Differential Calculus.
• Integral Calculus.
• Differential Equations.
• Random Variables.
• Standard Distributions.
• Joint Distributions.
• Sampling distributions.
• Limit Theorems.
• Testing of Hypotheses.

Physics:

• Mathematical Methods.
• Mechanics and General Properties of Matter.
• Oscillations, Waves and Optics.
• Electricity and Magnetism.
• Kinetic theory.
• Modern Physics
• Solid State Physics, Devices and Electronics.

Biotechnology:

• General Biology.
• Biochemistry and Physiology.
• Basic Biotechnology.
• Molecular Biology.
• Cell Biology.
• Atomic Structure.
• Acid-base concepts.
• Stereochemistry of Carbon Compounds.
• Soaps and Detergents.
• Instrumental Techniques.
• Sets, Relations and Functions.
• Mathematical Induction.
• Sequences and Series.
• Permutations and Combinations.
• Binomial Theorem.
• Matrices and Determinants.
• Boolean Algebra
• Laws of Motion.
• Current electricity.
• Magnetic Effects of Current and Magnetism.

Geology:

• Structural Geology.
• Economic Geology.
• Applied Geology.

Economics (En):

• Microeconomics
• Macroeconomics
• Statistics for Economics
• Indian Economy
• Mathematics for Economics

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