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Sanghamitra Deb

Content Writer | Updated On - Aug 6, 2025

GATE Engineering Sciences(XE) Syllabus 2026 has been updated by IISc on the official website- gate2026.iisc.ac.in. GATE Engineering Sciences Syllabus is divided into eight sections, A through H. Candidates need to attempt three of the eight parts, with part XE-A (Engineering Mathematics) being compulsory for all.

  • In addition to these eight sections, students have to attempt the General Aptitude section, which is compulsory for all 30 papers in GATE 2026.
  • Three types of questions are asked in the GATE Question Paper: MCQ, MSQ, and NAT. Check GATE Exam Pattern 
  • Candidates who choose XE as their first paper can opt for AE, CE, CY, DA, PI, ME, CH, PH, or MT as their second paper.

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GATE Engineering Sciences (XE) Syllabus 2026

In GATE Engineering Sciences exam, candidates need to attempt three parts out of the eight sections A-H, with part XE-A (Engineering Mathematics) being mandatory for all students. Any candidate taking the XE paper will be required to answer the General Aptitude Section, the Engineering Mathematics portion, and the XE category's chosen subject. The subjects covered by Engineering Science are:

  1. Engineering Mathematics (A)
  2. Fluid Mechanics (B)
  3. Materials Science (C)
  4. Solid Mechanics (D)
  5. Thermodynamics (E)
  6. Polymer Science and Engineering (F)
  7. Food Technology (G), and
  8. Atmospheric and Oceanic Sciences (H)

Engineering Mathematics (XE-A) Syllabus for 2026

It's a branch of applied mathematics that focuses on engineering-related mathematical techniques and procedures. It is compulsory to attempt for all applicants. The Engineering Mathematics syllabus includes eight topics and subtopics which are tabulated below:

Linear Algebra Determinant, inverse, and rank of a matrix: Algebra of real matrices; System of linear equations for conditions: a single solution, no solution, and an infinite number of solutions; Diagonalization of matrices, properties of eigenvalues, and eigenvectors of symmetric matrices; Theorem of Cayley-Hamilton.
Calculus Single Variable Functions: Limit, indeterminate forms, and L'Hospital's rule; Continuity and differentiation; Theorems of mean value; Maxima and minima are two extremes of a scale. Taylor's theorem; Fundamental theorem of integral calculus and mean value theorem; Integral, definite, and improper. Definite integrals to analyze areas and volumes i.e. rotation of a curve about an axis. Two-Variable Functions: Limit, continuity; Partial, Directional, and Total derivative; Minima, Maxima, and saddle points; Lagrange multiplier method; Applications of double integrals. Sequence and series convergence; Power series; Taylor's series; Tests of convergence of series with non-negative terms which include ratio, root, and integral tests; Fourier Series of functions of period 2π.
Vector Calculus Gradient, divergence, and curl; Line integrals and Green's theorem.
Complex Variables De Moivre's theorem; Analytic functions; Cauchy-Riemann equations; Complex numbers, Argand plane, and polar representation of complex numbers.
Ordinary Differential Equations Wronskian; Method of variation of parameters; Power series solutions for ordinary points; Linear and nonlinear First-order equations; Second-order linear differential equations with constant coefficients; Cauchy-Euler equation.
Partial Differential Equations Classification of second-order linear partial differential equations; Method of separation of variables: One-dimensional heat equation and two-dimensional Laplace equation.
Probability and Statistics Probability axioms; Conditional probability; Theorem of Bayes; Random variable mean, variance, and standard deviation; Binomial, Poisson, and Normal distributions; Linear regression and correlation.
Numerical Methods LU decomposition, Gauss elimination method to solve systems of linear equations. By using the Newton-Raphson method, solve polynomial and transcendental equations; Lagrange and Newton’s interpolations. The trapezoidal rule and Simpson's rule in numerical integration. Explicit Euler's method to solve numerically first-order differential equations.

Fluid Mechanics (XE-B) Syllabus for 2026

The study of fluid motion (liquids, gaseous, plasma, and blood) at rest and in transit is known as fluid mechanics. Fluid Mechanics has eight sections in the GATE Engineering Sciences syllabus. The Fluid Mechanics syllabus is tabulated below:

Flow and Fluid Properties Properties of Fluid: Density, surface tension, viscosity, and the relation between stress and strain rate for Newtonian fluids. Flow Classification: Viscous versus inviscid flows, incompressible versus compressible flows, internal versus exterior flows, steady versus unsteady flows, laminar versus turbulent flows, 1D, 2D, and 3D flow, Newtonian and non-Newtonian fluid flows. Buoyancy, manometry, forces on submerged bodies, and their stability are all topics in hydrostatics.
Kinematics of Fluid Motion Fluid motion is represented in Eulerian and Lagrangian terms. Concepts of local, convective, and material derivatives. Streamline, pathline, streakline, and timeline.
Integral analysis for a control volume For mass, linear, and angular momentum conservation, the use of the Reynolds Transport Theorem (RTT).
Differential Analysis Differential mass and momentum equations for incompressible flow. Non-viscous flow uses the Euler equation, while viscous flow uses the Navier-Stokes equation. Fluid rotation, vortex force, flow, and circulation functions are all concepts. Couette and Poiseuille lines, as well as flow in thin layers, have precise Navier-Stokes solutions.
Dimensional analysis Geometric similarity, kinematics, and kinematics concepts. The application of the Buckingham Pi theorem. Reynolds number, Froude number, and Mach number are non-dimensional parameters with physical significance.
Internal Flows Fully developed pipe flow. Friction factor, Darcy-Weisbach relation, and Moody's chart- empirical relationships for laminar and turbulent flows. Minor and major losses.
Bernoulli’s Equation and its Applications & Potential Flows Assumptions and applications: Bernoulli's equation Venturi meter, Pitot-static tube, and orifice are used for flow measurement. Basic potential flow and potential velocity function. For flow past basic geometries, uniform flow, source, sink, and vortex, as well as their superposition.
External Flows Concept and assumptions for Prandtl boundary layer equations. Characteristics of the boundary layer: the thickness of the boundary layer, displacement, momentum. Boundary layer separation, streamlined and bluff bodies, and drag and lift forces for qualitative ideas.

Material Science (XE-C) Syllabus for 2026

Formulation, kinetics, thermodynamics, nuclear physics, structural analysis, analysis, creation, and operating mechanical systems are all studied in material science. The Material Science syllabus includes six topics and subtopics which are tabulated below:

Materials Classification and Structure Metals, ceramics, polymers, and composites are the different types of materials. Structures of metals, ceramics, polymers, amorphous materials, and glasses; nature of bonding in materials: metallic, ionic, covalent, and mixed bonding; Structure of materials i.e., fundamentals of crystallography, crystal systems, symmetry operations, Bravais lattices, primitive cells, unit cells, crystallographic plane Defects 0-D, 1-D, and 2-D in crystalline materials: Vacancies, interstitials, solid solutions in metals and ceramics, Frenkel and Schottky defects; dislocations; grain boundaries, twins, stacking faults; surfaces and interfaces in crystalline materials.
Thermodynamics, Kinetics, and Phase Transformations Thermodynamic characteristics, rules of thermodynamics, phase equilibria, phase rules, phase diagrams (unary and binary), and fundamental electrochemistry are all covered in this course Reaction kinetics, diffusion basics, Fick's laws, solutions, and application. Diffusional solid-state phase transformations (precipitation and eutectoid), martensitic transformation, solidification of pure metals and alloys, nucleation, and growth.
Material Properties and Applications At room temperature, mechanical characteristics of metals, ceramics, polymers, and composites; stress-strain response (elastic, anelastic, and plastic deformation). Electronic properties of free electrons, Fermi energy, states density, band theory elements, semiconductors, Hall effect, dielectric behaviour, piezoelectric and ferroelectric characteristics Magnetic qualities include para, dia, Ferro, and ferri-magnetism, as well as the origin of magnetism in materials. Heat capacity and conduction, thermal diffusivity, expansion of thermal, and other thermal qualities. A refractive index, absorption, and transmitter of electromagnetic radiation: Examples of optical characteristics. Examples of materials with the aforementioned qualities, as well as their primary applications.
Property Characterization and Measurement X-ray diffraction; spectroscopic techniques such as UV-Vis, IR, and Raman; optical microscopy, electron microscopy, and composition analysis in electron microscopes Tensile test to determine the hardness of a material. Electrical conductivity, carrier mobility, and concentrations Thermogravimetric and calorimetry are two thermal analysis techniques.
Material Processing Thin-film deposition: evaporation and sputtering techniques, as well as chemical vapor deposition, thin-film growth phenomena; Heat treatment of ferrous and aluminum alloys; preparation of ceramic powders, sintering;
Material Degradation Corrosion and corrosion prevention; metal embrittlement; Polymer degradation.

Solid Mechanics (XE-D) Syllabus for 2026

Solid mechanics is the study of how solid materials deform and move under the influence of forces. It is a basic applied engineering science that is used to explain, interpret, and forecast numerous physical phenomena such as solid motion and deformation under the influence of forces, temperature changes, phase shifts, and other internal and external agents. The Solid Mechanics syllabus includes three topics and subtopics which are as follows:

Rigid bodies Mechanics Equivalent force systems, free-body diagrams, equilibrium equations, analysis of determinate trusses and frames, friction, and the notion of minimal potential energy are all topics covered in this course. The dynamics of rigid bodies in planar motion; the law of conservation of energy; and the law of conservation of momentum.
Deformable Body Mechanics Stresses and strains; stress and strain transformations; main stresses and strains; For planar stress and strain, Mohr's circle; generalized Hooke's Law; elastic constants; thermal stresses; failure theories Diagrams of axial, shear, and bending forces; axial, shear, and bending stresses; combined stresses; deflection (for symmetric bending); torsion in circular shafts; thin-walled pressure vessels; energy methods (Castigliano's Theorems); Euler buckling.
Vibration Single-degree-of-freedom systems with undamped vibrations.

Thermodynamics (XE-E) Syllabus for 2026

The study of the relationships between temperature, work, heat, and energy is known as thermodynamics. The rules of thermodynamics define how energy evolves in a system and whether it may perform beneficial work in its environment. The Thermodynamics syllabus includes seven topics and subtopics which are tabulated below:

Fundamental Concepts Theoretical qualities and equilibrium; state postulate for basic compressible substances, state of a system, state diagrams, routes, and processes on state diagrams; Ideas of heat and work, distinct modes of work; the concept of temperature; zeroth law of thermodynamics.
Thermodynamics: First Law Internal energy, enthalpy; specific heats; First law of thermodynamics applied to elementary processes, volumes, and closed systems, stable and unsteady flow analysis.
Thermodynamics: Second Law Constraints law of thermodynamics, theories of heat engines, heat pumps, and refrigerators, and the reversible and irreversible equivalence of the Kelvin-Planck and Clausius assertions methods; Temperature scale based on thermodynamics; The Carnot cycle as well as the Carnot principles and theorems Clausius inequality and the entropy concept; microscopic interpretation of entropy, entropy rising principle, T-s diagrams; second law study of control volume; availability and irreversibility; third law of thermodynamics
Pure Substance Properties Thermodynamic properties of solid-phase, liquid-phase, and gas-phase pure substances. PVT operation of simple compressible materials, phases, tables, and figures of thermodynamic materials, ideal gas, and real gas, ideal gas state equation, van der Waals state equation. Correspondence law, compression ratio, and generalized compression ratio diagram.
Thermodynamic Relationship Tds relations, Helmholtz and Gibbs functions, Gibbs relations, Maxwell relations. Jules-Thomson coefficient, volume expansion coefficient, adiabatic and isothermal compressibility, Clapeyron and Clapeyron-Clausius equation.
Thermodynamic cycle Carnot steam cycle, Rankin ideal cycle, Rankin reheat cycle. Air standard Otto cycle, air standard diesel cycle, air standard Brayton cycle, steam compression refrigeration cycle.
Ideal Gas Mixture Dalton and Amagat's Law, the properties of ideal gas mixtures, air-stream mixtures, and the simple thermodynamic processes that affect them. Specific relative humidity, dew point and wet-bulb temperature, adiabatic saturation temperature, psychometric diagram.

Polymer Science and Engineering (XE-F) Syllabus for 2026

Polymer science, often known as macromolecular science, is a branch of material science that focuses on polymers, primarily synthetic polymers like plastics and elastomers. The Polymer Science and Engineering syllabus includes nine topics and subtopics which are tabulated below:

Chemistry of high polymers Monomer, function, degree of polymerization, polymer classification, glass transition, melting transition, rubber specification, polymerization method: addition and condensation; their kinetics, metallocene polymers and other newer polymerization methods, copolymerization, reaction rates of monomers and their significance, kinetics, different copolymers, randomization, intercalation, azeotropic copolymerization, block and graft copolymers, bulk polymerization techniques, in solution, suspension, in the emulsion. The concept of intermolecular order (morphology) - an amorphous, crystalline state of orientation. Factors affecting crystallinity. Crystal transition. Effect of morphology on the properties of polymers.
Polymer Characterization Solubility and swelling, the concept of molecular mass distribution and its meaning, the concept of average molecular mass, determination of the mean, the average mass, the average viscosity, and the molecular weight average molecular weight, crystallinity of polymers, analysis of polymers by IR, XRD, heat (DSC, DMTA, TGA), microscopy (optical and electronic), molecular weight. Distribution: wide and narrow, GPC, Mooney viscosity.
Synthesis, Manufacturing, and Properties Basic and versatile thermoplastics: PE, PP, PS, PVC, polyesters, acrylics, PU polymers. Engineering plastics: Nylon, PC, PBT, PSU, PPO, ABS, Fluoropolymers Thermosetting polymers: Polyurethane, PF, MF, UF, Epoxy, Unsaturated polyester, Alkyds. Natural and Synthetic Rubber: Recovery of NR hydrocarbons from latex; SBR, Nitrile, CR, CSM, EPDM, IIR, BR, Silicone, TPE, Special Plastics: PEK, PEEK, PPS, PSU, PES, etc. Biofilm forming agents such as PLA, PHA/PHB.
Polymer blends and composites Difference between mixtures and composites, their meanings, choice of polymers for blending, miscibility of mixtures, miscible and immiscible mixtures, thermodynamics, phase morphology, polymer alloys, polymers eutectics, thermoplastics, flexible rubbers and rubber-rubber blends, FRP, granules, long and short fiber-reinforced composites. Reinforced polymers, fiber reinforcement - natural and synthetic, base polymers for reinforcement (unsaturated polyester), composition/formula for polymer reinforced composites.
Polymer technology Necessity and importance of polymer blends, different compounding components for rubber and plastics (antioxidants, light stabilizers, UV stabilizers, lubricants, treatment aids, impact modifiers, flame retardants, antistatic agents (PVC stabilizers and plasticizers) and their functions, carbon black use, polymer mixing equipment, crosslinking and vulcanization, process kinetics vulcanization process.
Polymer rheology Newtonian and non-Newtonian fluid flow, different flow equations, the dependence of shear modulus on temperature, different molecular/segmentation strains at different reg, ions, and transitions. Measurement of rheological parameters by rotating capillary tubes, parallel discs, and conical rheometers. Viscosity increase and stress relaxation, mechanical modeling, control of rheological properties by compounding, vulcanization of rubber in parallel plate viscometers, ODR, and MDR.
Polymer Processing Compression moulding, transfer moulding, injection moulding, blow moulding, reaction injection moulding, filament winding, SMC, BMC, DMC, extrusion, extrusion, Calendering, rotary moulding, heat forming, powder coating, rubber processing in one twin coil mill, internal mixer, twin screw extruder.
Polymers testing Mechanics and dynamics of tensile, bending, compression, abrasion, strength, fatigue, hardness, tear, resilience, impact, toughness. Thermal and electrical conductivity, dielectric constant, dissipation factor, power factor, resistance, surface resistivity, volume resistivity, swelling resistance, ageing resistance, crack resistance due to environmental stress, oxygen limit index. Heat deflection - Vicat softening temperature, embrittlement temperature, glass transition temperature, coefficient of thermal expansion, shrinkage, flammability, dielectric constant, dissipation factor, power factor, properties optical - refractive index, light transmittance, and haze index, melting index.
Polymer recycling and waste management Polymer waste and its impact on the environment, sources, identification and classification techniques, recycling classification, recycling of thermoplastics, thermoplastic, cs and rubber, and applications of recycled materials. Lifecycle analysis of polymeric products (case studies such as PET bottles, and packaging).

Food Technology (XE-G) Syllabus for 2026

Food technology is the use of food science to select, preserve, prepare, package, distribute, and use safe food. The Food Technology syllabus includes four topics and subtopics which are tabulated below:

Food chemistry and nutrition Carbohydrate structure and functional properties of mono, oligo, and polysaccharides include starch, cellulose, pectic substances and fibers, starch gelatinization, and degradation. Protein: classification and structure of proteins in food, post-mortem biochemical changes, and muscle tenderness. Lipids: Classification and structure of lipids, rancidity, polymerization, and polymorphism. Pigments: carotenoids, chlorophylls, anthocyanins, tannins, and myoglobin. Food flavorings: terpenes, esters, aldehydes, ketones, and quinine. Enzymes: specificity, simple kinetics and inhibitors, coenzymes, enzymes, and non-elastic brown. Nutrition: balanced diet, essential amino acids, and essential fatty acids, protein efficiency, water, and fat vitamins, the role of minerals in nutrition, waist, antinutrients, nutrition, and lack missing in nutritional factors. Chemistry and biochemical changes: Changing food during different treatments.
Food Microbiology Morphology of bacteria, yeast, mould and actinomycetes, spores and plant cells, gram staining. Microorganism growth: kind of growth and death, serial dilution techniques. Food spoilage: spoilage microorganisms in various food products, including milk, fish, meat, eggs, cereals, and products thereof. Toxins from microorganisms: pathogenic and non-pathogenic, including the genera Staphylococcus, Salmonella, Shigella, Escherichia, Bacillus, Clostridium, and Aspergillus. Fermented foods and beverages: idle, dosa, curd, yoghurt, cheese, pickles, soy sauce, sauerkraut, vinegar, wine, and sausages.
Food Products Technology Heat treatment, refrigeration, freezing, dehydration, the addition of preservatives and food additives, irradiation, fermentation, barrier technology, and food with medium moisture time. Food packaging and storage: packaging materials, aseptic packaging, storage in a controlled and modified environment. Treatment and cereal products: Rice milling, wheat, corn, sore, bread, biscuits, extruded products, and grains are ready. Oil treatment: Export, solvent extraction, refined and hydrogenated. Handling fruits and vegetables: Exploiting, clarification, concentration, and packaging of fruit juice, jam, jelly, marmalade, pumpkin, candy, tomato sauce, tomato sauce, crispy fries, melons sour. Planting culture and products: tea, coffee, cocoa, spices, essential oil, and oil extract. Treatment of milk and dairy products: disinfection and sterilization, ice cream, butter, ghee, cream, cheese, and milk powder. Processing of animal products: drying, canning, and freezing fish and meat; egg powder production. Waste recovery: pectin from fruit waste, rice mill by-product recovery. Food standards and quality maintenance: FPO, PFA, AMark, ISI, HACCP, food factory hygiene, and cleaning in place (CIP).
Food engineering Mass and energy balance; Momentum motion: Relationship between flow rate and pressure drop for a Newtonian fluid flowing through a pipe, Reynolds number. Heat transfer: heat transfer by conduction, convection, radiation, heat exchange. Mass transfer: molecular diffusion and Flick's law, mass transfer by conduction and convection, monolayer and multilayer membrane permeability. Mechanical operation: solid grinding, high-pressure homogenization, filtration, centrifugation, decantation, sieving, liquid mixing & agitation. Thermal action: sterilization by heat, evaporation of liquid food, drying of solids by hot air, atomization, freeze-drying, freezing, and crystallization. Mass transfer operations: psychometric, humidification, and dehumidification.

Atmospheric and Oceanic Sciences (XE-H) Syllabus for 2026

It includes all aspects of the atmospheric and physical oceanography, as well as their interactions with one another and with space and the whole of the earth system. The Atmospheric and Oceanic Sciences syllabus includes two topics and subtopics which are tabulated below:

Atmospheric sciences Vertical structure and composition of the atmosphere; and blackbody radiation balance; mode of heat transfer in the atmosphere; greenhouse effect; The types of clouds; laws of thermodynamics; gas law; hydrostatic equation; Claseyron Clausius equation; Adiabatic process, humidity in the atmosphere, atmospheric stability; Time and climate. Navigriers and continuity equation; fluid is compressed and uncompressed; Recession forces, centrifuges, centrifugal, and Coriolis; Geostrophic size, slope, and cyclostrophic; Circulation and cyclone, the general circulation of the atmosphere. Feature of the Indian monsoon, monsoon depressions; tropical convergence area; Tropical storm.
 
Ocean Science Vertical profiles of temperature and salinity; Stability and double diffuser; state equation, the equation for conservation of mass, momentum, heat, and salt; Spring inertia; Geostrophic movement; Airsa surface flow; shipping traffic, Ekman and Sverdrup; Storms, storm surges, tsunamis, and storms; Whirlpool and Gyres; boundaries of East and West, equatorial line, the current system of the Indian Ocean; Thermohaline circulation. Chemical properties of seawater, large and small elements, ocean acidification, biological cycling of nutrients, trace metals, and organic substances. Biological pump; primary and secondary biological productivity; Atmospheric biological dissolved gas exchange; Marine ecology.
People Also Ask: 

Ques: How many subjects are covered under GATE XE Syllabus 2026?

Ans: GATE Engineering Sciences Syllabus 2026 covers 8 subjects: Engineering Mathematics, Atmospheric and Oceanic Sciences, Materials Science, Fluid Mechanics, Solid Mechanics, Polymer Science and Engineering, Thermodynamics, and Food Technology.

Ques: When should I start the preparation for the GATE 2026 Engineering Sciences paper before the exam?
Ans:
Candidates need to start the preparation for the GATE Engineering Sciences exam at least 8 months before the exam to score decent marks.

Ques: Who is eligible for GATE engineering science?
Ans: 
Candidates who have completed or are studying in 3rd or higher year of an undergraduate program in Engineering/ Technology are eligible to appear for GATE 2026 Engineering Sciences Exam.

GATE Engineering Sciences 2026: Important Books

Some of the essential books that experts and toppers recommend for GATE Engineering Sciences include:

Subject Name of the book Author
Engineering Mathematics Engineering Mathematics Vol.1 Sharma J.P
Higher Engineering Mathematics B.S. Grewal
GATE Engineering Mathematics Abhinav Goel
Fluid Mechanics Fluid Mechanics RK Bansal
Foundation and Application of Mechanics CS Jog
Engineering Fluid Mechanics K L Kumar
Materials Science Material Science and Engineering William F. Smith
Material Science for Engineers Gupta A.
Callister’s Material Science and Engineering Wiley publications
Solid Mechanics Strength of Materials B.C. Punmia
Engineering Mechanics SS Bhavikatti
Mechanics of Materials R C Hibbler
Thermodynamics Engineering Thermodynamics PK Nag
Thermodynamics on Engineering Approach CENGEL
Engineering Thermodynamics Moran and Shapiro
Polymer Science and Engineering Elements of Polymer Science and Engineering Alfred Rudin
Fundamentals of Polymer Science and Technology Anshu Srivastava
Fundamentals of Polymer Engineering Neil K. Pitchers
Food Technology

Food Technology

Neil Morris

Textbook of Food Science and Technology A Sharma

Fundamentals of Food Engineering

D.G Rao

Atmospheric and Oceanic Sciences Atmospheric Science John M. Wallace
General Circulations of the Ocean Henry Abarbanel

Check Best Books for GATE Preparation

GATE Engineering Sciences 2026: Exam Pattern 

Candidates can check the GATE Engineering Sciences Exam Pattern below for better understanding:

  • XE has a total of 100 possible points
  • General Aptitude (GA) = 15 marks
  • XE  Section A + Any Two Sections (15 + (2 x 35) = 85 Marks

The following are the key characteristics of the GATE 2026 Civil Engineering Exam:

  • The exam comprises 65 questions worth a total of 100 points.
  • A total of 10 questions from General Aptitude will be asked, with the remaining 55 questions will come from the core section.
  • There are two sorts of questions on the exam: multiple-choice questions (MCQs) and numerical answer type questions (NAT).

Also Check:

GATE Engineering Science 2026: FAQs

Ques. Which section of the GATE Engineering Science Syllabus 2026 is the easiest to score?

Ans. In comparison to the other sections of the course, the Engineering Mathematics and General Aptitude sections are the easiest to score. They are equally simple to prepare; nonetheless, one should concentrate on the essential components as these hold the most weight in the exam.

Ques. Is the GATE Engineering Science Syllabus 2026 likely to change?

Ans. There has been no change in the GATE Engineering Sciences Syllabus for 2026. Candidates can find the syllabus PDF from the article above.

Ques. Is Engineering Mathematics part of the GATE XE Syllabus 2026 compulsory?

Ans: Yes, the Engineering Mathematics section is compulsory for candidates to attempt in the GATE Engineering Sciences Question Paper 2026.

Ques. How difficult is the GATE XE paper, which includes Solid Mechanics, Thermodynamics, and Fluid Mechanics as optional subjects?

Ans. The GATE XE paper allows candidates to choose between two optional courses, with General Aptitude and Engineering Mathematics being compulsory. The Solid Mechanics, Thermodynamics, and Fluid Mechanics syllabuses are nearly identical to those for Mechanical Paper. You may achieve great success with modest and earnest efforts.

Ques. How can I pick 2 optional from the rest 7 for the GATE XE paper?

Ans. Engineering Mathematics and general aptitude sections in the GATE XE paper are compulsory to attend. Other than that, candidates must choose two subjects. Candidates can choose any two parts that they are strong at and begin preparing for them. Concentrate on the specified segment when studying for the Gate 2026.

Ques. Can I expect any questions out of the GATE Engineering Science Syllabus 2023 in the exam??

Ans. No, there is zero possibility of getting any questions out of the syllabus in the exam. All the questions will come as per GATE Engineering Science Syllabus 2026.

Ques. What is the best way to study for the GATE following the syllabus?

Ans. Candidates should strictly adhere to the GATE Syllabus 2026. They should begin with the topics that have the most weight and refer to the best books for GATE preparation. After completing the syllabus, candidates should take online exam series, practice tests, and solve prior year's papers,. 

*The article might have information for the previous academic years, please refer the official website of the exam.

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