GATE Engineering Mathematics Syllabus 2026 with Topic Wise Weightage

GATE Engineering Mathematics Syllabus 2026 with Topic Wise Weightage

Edited By Jalla Venkatesh | Updated on Mar 25, 2025 03:02 PM IST | #GATE

GATE 2026 Engineering Mathematics Syllabus (XE - A): IIT Guwahati will publish the GATE Engineering Mathematics syllabus 2026 on the official website. Candidates can acess the GATE 2026 Engineering Mathematics syllabus on this page once released. This section is part of the Engineering Sciences (XE) paper and covers topics such as linear algebra, calculus, vector calculus, complex variables, ordinary differential equations, partial differential equations, probability and statistics, and numerical methods. Moreover, aspirants must follow the GATE 2026 exam pattern and syllabus for effective preparation. Thorough coverage of the GATE Engineering Mathematics syllabus is essential to scoring well in the Graduate Aptitude Test in Engineering. The authority will conduct the GATE 2026 exam as a computer-based test (CBT).

GATE Engineering Mathematics Syllabus 2026 with Topic Wise Weightage
GATE Engineering Mathematics Syllabus 2026 with Topic Wise Weightage

GATE 2026 Engineering Maths Syllabus (XE - A)

Indian Institute of Technology (IIT) Guwahati will release the GATE Engineering Mathematics syllabus 2026 on the official website. Candidates can check the GATE 2026 Engineering Maths syllabus in the table below.

GATE Engineering Mathematics Syllabus 2026

Chapter

Topics

GATE Engineering Mathematics Syllabus for Linear Algebra

Algebra of real matrices: Determinant, inverse and rank of a matrix; System of linear equations (conditions for unique solution, no solution and infinite number of solutions); Eigen values and eigen vectors of matrices; Properties of eigen values and eigen vectors of symmetric matrices, diagonalisation of matrices; Cayley-Hamilton Theorem.

GATE Engineering Mathematics Syllabus for Calculus

Functions of Single Variable: Limit, indeterminate forms and L'Hospital's rule; Continuity and differentiability; Mean value theorems; Maxima and minima; Taylor's theorem; Fundamental theorem and mean value theorem of integral calculus; Evaluation of definite and improper integrals; Applications of definite integrals to evaluate areas and volumes (rotation of a curve about an axis).

Functions of Two Variables: Limit, continuity and partial derivatives; Directional derivative; Total derivative; Maxima, minima and saddle points; Method of Lagrange multipliers; Double integrals and their applications.

Sequences and Series: Convergence of sequences and series; Tests of convergence of series with non-negative terms (ratio, root and integral tests); Power series; Taylor's series; Fourier Series of functions of period 2π.

GATE Engineering Mathematics Syllabus for Vector Calculus

Gradient, divergence and curl; Line integrals and Green's theorem.

GATE Engineering Mathematics Syllabus for Complex variables

Complex numbers, Argand plane and polar representation of complex numbers; De Moivre’s theorem; Analytic functions; Cauchy-Riemann equations.

GATE Engineering Mathematics Syllabus for Ordinary Differential Equations

First-order equations(linear and nonlinear); Second-order linear differential equations with constant coefficients; Cauchy-Euler equation; Second-order linear differential equations with variable coefficients; Wronskian; Method of variation of parameters; Eigenvalue problem for second-order equations with constant coefficients; Power series solutions for ordinary points.

GATE Engineering Mathematics Syllabus for 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.

GATE Engineering Mathematics Syllabus for Probability and Statistics

Axioms of probability; Conditional probability; Bayes' Theorem; Mean, variance and standard deviation of random variables; Binomial, Poisson and Normal distributions; Correlation and linear regression.

GATE Engineering Mathematics Syllabus for Numerical Methods

Solution of systems of linear equations using LU decomposition, Gauss elimination method; Lagrange and Newton's interpolations; Solution of polynomial and transcendental equations by Newton-Raphson method; Numerical integration by trapezoidal rule and Simpson's rule; Numerical solutions of first-order differential equations by explicit Euler's method.

Related links:

GATE 2026 Exam Pattern for XE (Engineering Mathematics)

Particulars

Details

Examination Mode

Computer Based Test (Online)

Duration

3 Hours

Section

General Aptitude (GA)

Candidate Selected Subject

Type of Questions

Multiple Choice Questions (MCQs)

Multiple Select Questions (MSQs)

Numerical Answer Type (NAT) Questions

Total Marks

100 Marks

Marking Scheme

All of the questions will be worth 1 or 2 marks

GATE Negative Marking

  • MCQs - 1 mark for each correct answer; 1/3 mark will be deducted for every wrong answer.

  • MCQs - 2 marks for each correct answer; 2/3 marks will be deducted for every incorrect response.

  • No negative marking for MSQ & NAT.

  • No partial marking for MSQ-type questions.

Frequently Asked Questions (FAQs)

1. Is the GATE Engineering Mathematics Syllabus 2026 released?

No, GATE Engineering Mathematics Syllabus 2026 will be released on the official website.

2. What is the syllabus of GATE 2026 Engineering Maths?

The syllabus of GATE 2026 Engineering Mathematics includes topics such as linear algebra, calculus, vector calculus, complex variables, ordinary differential equations, partial differential equations, probability and statistics, and numerical methods.

3. When should a student start preparing for GATE?

The ideal time to start GATE preparation is during the pre-final year of undergraduate studies.

4. Where can I download the GATE 2026 syllabus PDF?

Candidates can download the GATE 2026 syllabus PDF on the official website.

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HEY THERE!!

Yes, you can prepare for the GATE exam in Hindi.

  • Numerous coaching centers and online websites provide GATE study material, lectures, and test series in Hindi.
  • There are GATE books, YouTube channels, and apps that provide explanations in Hindi.
  • But the GATE exam question paper comes only in English (except for Humanities and Social Sciences, which has a possible Hindi option).
  • Therefore, though you can read and comprehend concepts in Hindi, you need to feel at ease reading and answering questions in English during the actual test.

In short:

You can certainly prepare for GATE in Hindi, but the final test would be in English (for the majority of papers), so practice reading technical words in English as well.


Hi,

If you're aiming for M.E./M.Tech in Electrical and Electronics Engineering through GATE, you'll need to appear for the GATE EE (Electrical Engineering) paper. The syllabus covers a broad range of topics like:

  • Engineering Mathematics – Linear Algebra, Calculus, Probability, Complex Numbers, etc.

  • Electric Circuits – Network theorems, Transient & Steady State Analysis, etc.

  • Electromagnetic Fields – Electrostatics, Magnetostatics, Maxwell’s Equations.

  • Signals and Systems – Convolution, Fourier & Laplace Transforms.

  • Electrical Machines – Transformers, DC and AC machines.

  • Power Systems – Power generation, transmission, fault analysis.

  • Control Systems – Feedback, Stability, Compensators.

  • Electrical & Electronic Measurements – Error analysis, Transducers.

  • Power Electronics – Diodes, SCRs, Inverters, Converters.

  • Analog and Digital Electronics – Op-amps, Logic gates, Flip-flops.

For the detailed GATE EE syllabus , you can check the official GATE brochure or visit this page:
GATE EE 2025 Syllabus on Careers360


Maharaja Sayajirao University (MSU) Baroda offers 18 seats for the M.E. in Structural Engineering. The exact number of seats filled via GATE admissions can vary yearly. For accurate data, contact the university or check their official website.

  • Since you've been allocated to your first-choice program and completed the fee payment, admission is confirmed .

  • No need to appear for further exams if the admission is already finalized.

  • Double-check official BITS communication or contact the admissions office for any additional requirements.

For more Accurate Info, You can Contact them Directly.

  1. Visit gate.iitk.ac.in (https://gate.iitk.ac.in/) .

  2. Log in with your GATE 2024 credentials .

  3. Check if the scorecard download option is available.

  4. If not, contact the GATE helpdesk for recovery options.

  5. Check your email for any official communications from GATE.

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