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    SRMJEEE Maths Syllabus 2026 Out - Download Free PDF

    SRMJEEE Maths Syllabus 2026 Out - Download Free PDF

    Gandubilli UnnatiUpdated on 13 Mar 2026, 06:00 PM IST

    SRMJEEE Maths Syllabus 2026 - SRMIST has released the SRMJEEE 2026 Maths Syllabus on the official website, srmist.edu. The complete SRMJEEE 2025 maths syllabus is also updated here. There are four sections in SRMJEEE syllabus that are Physics, Chemistry/ Biology, Aptitude and Mathematics. The maths syllabus of the SRMJEEE exam consists of 11 main chapters. SRM Institute of Science & Technology will conduct the SRMJEEE 2026 exam from April 23 to 28, 2026. Read the article to know the complete syllabus for the Mathematics section of SRM entrance exam.

    SRMJEEE Maths Syllabus 2026 Out - Download Free PDF
    SRMJEEE Maths Syllabus 2026

    SRMJEEE Mathematics Syllabus 2026

    The authorities have released the SRMJEEE maths syllabus on the official website. However, candidates can find the SRMJEEE 2026 mathematics syllabus based on the previous year's notification in the table below.

    SRMJEEE Mathematics Syllabus

    ChapterTopics

    Sets, Relations and Functions

    Sets and their representations, Cartesian product of sets, union, intersection and their algebraic properties, relations, equivalence relations, mappings, one-one, into and onto mappings, composition of mappings

    Complex Numbers and Quadratic Equations

    Complex numbers in the form a+ib and their representation in a plane, quadratic equations in real and complex number system, algebraic properties, relation between roots and coefficients, nature of roots, formation of quadratic equations, symmetric functions of roots, equations reducible to quadratics

    Matrices, Determinants and Applications

    Determinants and matrices of order 2 & 3, minors, cofactors, applications of determinants in finding area of triangle, equality, zero and identity matrices, transpose, symmetric and skew-symmetric matrices, addition & multiplication, adjoint & inverse, solving simultaneous linear equations using determinants & matrices, rank method

    Combinatorics

    Fundamental principle of counting, permutation without/with repetition, no circular permutations, combination as selection, problems on P(n,r) & C(n,r), factorial, simple applications

    Algebra (Theory of Equations)

    Relation between roots and coefficients, solving equations when roots are connected by relations, real coefficients and complex roots in conjugate pairs, transformation of equations, reciprocal equations

    Differential Calculus and Applications

    Polynomials, rational, trigonometric, logarithmic, exponential functions, inverse functions, graphs, limits, continuity, differentiation (sum, difference, product, quotient, composite, implicit), higher derivatives, applications (rate of change, monotonicity, maxima & minima, tangents & normals, Rolle’s & Lagrange’s theorems), differential equations (formation, separation of variables, homogeneous & linear ODEs)

    Integral Calculus and Applications

    Fundamental integrals (algebraic, trigonometric, exponential, logarithmic), integration by substitution, trigonometric identities, definite integrals (properties, evaluation, excluding applications)

    Analytical Geometry

    2D: Straight lines (forms, slope, intercepts, concurrent lines), triangles (centroid, incentre), circles (standard & general form, radius, centre, parametric form, tangent condition), conic sections (parabola, ellipse, hyperbola, properties). 3D: Direction cosines & ratios, line equations (Cartesian & vector), skew lines, shortest distance, angle between lines

    Vector Algebra

    Vectors & scalars, addition, direction cosines & ratios, components in 2D & 3D, scalar & vector products, scalar & vector triple product, applications to geometry

    Statistics and Probability Distribution

    Mean, median, mode (grouped & ungrouped), standard deviation, variance, mean deviation, probability (addition & multiplication theorems, conditional probability, Bayes theorem), probability distributions (Bernoulli, Binomial, Poisson, Normal)

    Trigonometry

    Trigonometric ratios, compound angles, identities & equations, inverse trig functions (domain & range), properties of triangles (incentre, circumcentre, orthocentre), solution of triangles, heights & distances

    SRMJEEE 2026 Exam Pattern

    Along with the syllabus, candidates should also be aware of the SRMJEE exam pattern. The SRMJEE exam does not have negative marking. The total questions in the Maths section is 40. The candidate will be awarded 1 mark for every correct response, hence the total marks are 40.

    Frequently Asked Questions (FAQs)

    Q: Where can I find the SRMJEEE Maths syllabus?
    A:

    Candidates can find the SRMJEEE 2025 Maths syllabus on the official website, srmist.edu.

    Q: What is the SRMJEEE 2026 exam date?
    A:

    The SRMJEEE 2026 phase 1 exam will be conducted from April 23 to 28, 2026.

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    Questions related to SRMJEEE

    On Question asked by student community

    Have a question related to SRMJEEE ?

    Hello, you can check the SRMJEE previous year question paper for phase 1 and phase 2 by referring to the link mentioned below.
    SRMJEEE Question Papers

    Hello aspirant,

    Indeed, the SRMJEEE is administered in Remote Proctored Online Mode (RPOM), which means that you can take the test from home using a laptop or desktop computer that meets certain conditions, such as a secure browser. However, you are not permitted to utilize a mobile device for the

    Hello

    Yes, if you have passed class 12th with the science stream and have mathematics as a main subject, then you can appear for the SRMJEEE exam. This exam is only for the science stream and has Physics, Chemistry and Maths and those students who have appeared for the exam

    Dear candidate ,
    With a rank of 77 in SRMJEEE ( PG ) Phase 3 , you have an excellent chance of getting admission into the M. Tech Data Science program at SRM Kattankulathur ( Main campus ) .
    Cutoffs for this specialization usually go up to 6000 - 8000

    With a rank of 98 in SRMJEEE (PG) Phase 3, you have a very high chance of getting admission into the M.Tech Embedded Systems Technology course at SRM University, Kattankulathur (main campus).

    Usually, ranks below 100 are more than enough for this course. Embedded Systems is a good and competitive