AEEE 2026: Syllabus. Historical-cycle information; retain the stated verification limits.
AEEE 2026 syllabus
Amrita states that AEEE questions follow the level of state higher secondary and CBSE syllabi. Candidates should use the official syllabus for the relevant year as the controlling document. The summary below organises the principal preparation areas; it is not a replacement for the official topic list.
Mathematics syllabus summary
Sets, relations and functions: sets and their representations, union, intersection, complement, algebra of sets, ordered pairs, Cartesian products, relations, equivalence relations, domain and range, types of functions, composition and inverse functions. Students should be able to translate a word condition into set or function notation.
Complex numbers and quadratic equations: algebra of complex numbers, Argand plane, modulus and argument, conjugate, polar representation, quadratic roots, relation between roots and coefficients and nature of roots. Practice both algebraic simplification and geometric interpretation.
Matrices and determinants: types and operations of matrices, transpose, determinant properties, minors, cofactors, adjoint, inverse, consistency and solution of linear equations. Calculation speed and sign accuracy matter.
Permutations, combinations and binomial theorem: fundamental counting principle, arrangements with conditions, selections, factorial notation, binomial expansion, general and middle terms and elementary applications. Separate arrangement and selection carefully before applying a formula.
Sequences and series: arithmetic and geometric progressions, means, sums, special series and relationships among terms. Questions may require forming a progression from conditions rather than direct substitution.
Trigonometry: trigonometric functions, identities, equations, inverse trigonometric functions, properties of triangles, heights and distances. Learn standard values and transformations, but understand the domain restrictions behind inverse functions.
Coordinate geometry: straight lines, distance and section formulae, slope, families of lines, circles and systems of circles, parabola, ellipse and hyperbola. Candidates should connect standard equations with focus, directrix, eccentricity, tangent and normal properties.
Three-dimensional geometry and vectors: direction ratios and cosines, line and plane equations, angles, distances, vector addition, scalar and vector products and geometric applications. Draw a quick diagram to prevent sign and orientation errors.
Limits, continuity and differentiability: limits, continuity, derivative as rate and slope, derivatives of standard, composite, implicit, exponential and logarithmic functions, higher derivatives and applications such as monotonicity, maxima, minima and tangents.
Integral calculus: indefinite integration, substitution, partial fractions, integration by parts, definite integrals and their properties, area under curves. Build a formula sheet, but also practise recognising which method fits an integrand.
Differential equations: order and degree, formation and solution of basic differential equations, variable-separable and first-order linear forms and elementary applications.
Probability and statistics: measures of central tendency and dispersion, variance, standard deviation, random experiments, conditional probability, Bayes' theorem, independence and probability distributions at the prescribed level. Use consistent event notation.
Mathematical reasoning and linear programming: logical statements, implications, quantifiers, valid conclusions, constraints, feasible region and graphical optimisation. These can be scoring topics when definitions and graph interpretation are clear.
Physics syllabus summary
Units, dimensions and measurement: SI units, significant figures, errors, dimensional analysis and basic experimental reasoning. Dimensions can check a derived expression but cannot supply a missing dimensionless constant.
Kinematics: motion in one and two dimensions, graphs, vectors, relative velocity, projectile motion and uniform circular motion. Practise interpreting slope and area in motion graphs.
Laws of motion: Newton's laws, momentum, impulse, friction, equilibrium and circular dynamics. Always isolate the chosen body and draw a free-body diagram before writing equations.
Work, energy and power: work by constant and variable forces, kinetic and potential energy, conservation of mechanical energy, power, collisions and centre of mass. Track whether energy is conserved or dissipated.
Rotational motion: torque, angular momentum, moment of inertia, radius of gyration, rolling and equilibrium of rigid bodies. Learn standard moments of inertia and practise parallel- and perpendicular-axis applications.
Gravitation: universal law, gravitational field and potential, acceleration due to gravity, satellites, orbital velocity and escape velocity. Understand how quantities vary with distance rather than memorising only surface formulae.
Properties of matter and fluids: elasticity, stress-strain relations, viscosity, surface tension, pressure, buoyancy, continuity and Bernoulli principle. Questions often combine concepts with unit conversion.
Heat and thermodynamics: temperature, calorimetry, thermal expansion, kinetic theory, gas laws, first and second laws, thermodynamic processes, heat engines and entropy at syllabus level. Use clear sign conventions for heat and work.
Oscillations and waves: simple harmonic motion, energy, pendulum, wave equation, superposition, standing waves, beats and Doppler effect. Relate phase, displacement, velocity and acceleration.
Electrostatics: charge, Coulomb law, electric field, flux, Gauss law, potential, capacitance and dielectric effects. Symmetry determines when Gauss law becomes a convenient calculation tool.
Current electricity: drift, Ohm law, resistance, cells, Kirchhoff laws, electrical power, bridges and potentiometer. Carefully distinguish emf from terminal voltage.
Magnetism and electromagnetic induction: magnetic field due to currents, force on charges and conductors, torque, magnetic materials, Faraday and Lenz laws, inductance, alternating current, impedance, resonance and transformers.
Electromagnetic waves and optics: electromagnetic spectrum, reflection, refraction, lenses, mirrors, optical instruments, interference, diffraction and polarisation. Maintain a single sign convention in ray optics.
Modern physics: dual nature, photoelectric effect, atomic models, spectra, nuclei, radioactivity, binding energy, fission, fusion and semiconductor electronics. Graphs and experimental conclusions are as important as formulae.
Chemistry syllabus summary
Basic concepts and atomic structure: mole concept, stoichiometry, limiting reagent, concentration terms, atomic models, quantum numbers, electronic configuration and periodicity. Units and significant figures should be handled consistently.
Chemical bonding and molecular structure: ionic and covalent bonding, Lewis structures, VSEPR, hybridisation, molecular orbital ideas, bond parameters, polarity and hydrogen bonding. Connect geometry to electronic arrangement.
States of matter and solutions: gas laws, kinetic theory, real gases at the expected level, intermolecular forces, solution concentration, Raoult law, colligative properties and abnormal molar mass.
Thermodynamics and equilibrium: system and surroundings, enthalpy, Hess law, entropy, Gibbs energy, chemical equilibrium, Le Chatelier principle, acids, bases, buffers, solubility product and ionic equilibrium.
Redox and electrochemistry: oxidation number, balancing, cells, electrode potential, Nernst equation, conductance and electrolysis. Write half-reactions before combining an unfamiliar redox equation.
Chemical kinetics and surface chemistry: rate, order, molecularity, integrated rate expressions, half-life, Arrhenius equation, adsorption, catalysis, colloids and emulsions.
Periodic classification and inorganic chemistry: periodic trends, hydrogen, s-block and p-block elements, transition and inner-transition elements, coordination compounds, nomenclature, bonding, colour and magnetic behaviour at the syllabus level.
Principles of metallurgy and environmental chemistry: occurrence and extraction principles, concentration, reduction, refining, pollution and chemical aspects of environmental control.
Organic fundamentals: nomenclature, structural and stereoisomerism, electronic effects, reaction intermediates and mechanisms. Strong understanding of resonance, inductive effect, acidity and basicity helps across organic chapters.
Hydrocarbons and functional groups: alkanes, alkenes, alkynes, aromatic hydrocarbons, halo compounds, alcohols, phenols, ethers, aldehydes, ketones, carboxylic acids, amines and their reactions. Prepare conversions as connected reaction maps.
Biomolecules, polymers and everyday chemistry: carbohydrates, proteins, enzymes, vitamins, nucleic acids, polymer classification and common applications, medicines, cleansing agents and food-related chemistry within the prescribed course.
Quantitative Aptitude syllabus summary
Quantitative Aptitude rewards clear arithmetic and interpretation. Preparation should include numbers, fractions, decimals, percentages, ratio and proportion, averages, profit and loss, simple and compound interest, time and work, pipes and cisterns, speed-distance-time, mixtures, ages, basic algebra, data interpretation, series and elementary logical or analytical calculation as listed in the official syllabus.
Use approximation only when options permit it. Translate percentages to fractions where useful. In work questions, use work rates; in motion questions, keep units consistent. For a data table or graph, read the title, unit and scale before calculating.
English syllabus summary
English carries fewer questions but can provide quick marks. Important skills include vocabulary in context, synonyms and antonyms, grammar, sentence correction, fill-in-the-blanks, appropriate word usage, para ordering and short reading comprehension according to the notified syllabus. Read the whole sentence before selecting an option. Grammar questions often test agreement, tense, articles, prepositions and logical usage rather than obscure terminology.