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    VITEEE Maths Syllabus 2026 OUT - Chapter-Wise Topics & Pattern

    VITEEE Maths Syllabus 2026 OUT - Chapter-Wise Topics & Pattern

    #VITEEE
    Team Careers360Updated on 28 Apr 2026, 10:56 AM IST

    VITEEE Maths Syllabus 2026: VIT Vellore has published the VITEEE 2026 Mathematics syllabus on the official website, viteee.vit.ac.in. The syllabus for VITEEE Maths 2026 PDF includes topics from Class 11 and 12. Major topics include Matrices, Trigonometry, Complex Numbers, Analytical Geometry of Three Dimensions, Probability & Distributions, and more. Candidates are advised to go through the complete VITEEE syllabus to score good marks in the VIT entrance examination. The VITEEE Exam Pattern 2026 consists of 125 questions from subjects such as Mathematics, Biology, Physics, Chemistry, Aptitude, and English. The Mathematics section is considered the most challenging part of the syllabus. The VITEEE 2026 exam is being conducted from today, April 28 to May 3, 2026.

    VITEEE Maths Syllabus 2026 OUT - Chapter-Wise Topics & Pattern
    VITEEE Maths Syllabus 2026

    The authority asks questions based on the Class 11 and 12 syllabus. Candidates must practice the VITEEE mock test to help themselves improve their score in the VITEEE exam, which will be tough. Candidates have to follow the VIT entrance exam preparation tips to clear the examination with good marks. Read the article below completely to know more details regarding the VITEEE Maths Syllabus 2026.

    VITEEE Maths Syllabus 2026

    The authority has released the VITEEE Maths syllabus officially. Below are all the chapters and topics that need to be covered for VITEEE 2026. The syllabus has major subjects and multiple subtopics. Candidates must cover all the topics to secure good marks in the VITEEE 2026 exam.

    VITEEE 2026 Maths Syllabus

    Unit

    Subtopics

    Matrices and their Applications

    Algebra of matrices

    Determinants and its properties

    Adjoint and inverse of a square matrix (using determinants & elementary transformations)

    Rank of a matrix

    Test of consistency & solution of simultaneous linear equations (up to 3 variables)

    Solution of Linear Programming problem (in 2 Variables)

    Trigonometry and Complex Numbers

    Fundamentals of Trigonometry

    Trigonometric functions & inverse trigonometric functions with properties

    Heights and distances

    Complex number system – conjugate, properties, ordered pair representation

    Argand diagram

    Algebra of complex numbers

    Modulus and argument (polar form)

    Solution of polynomial equations

    De Moivre’s theorem and its applications

    Roots of a complex number – cube roots & fourth roots

    Analytical Geometry of Two Dimensions

    Equation of a straight line & family of straight lines

    Properties of straight lines

    General equation of a conic & its classification

    Eccentricity of conics

    Parabola – standard & general forms

    Ellipse – standard & general forms

    Hyperbola – standard & general forms

    Directrix, Focus & Latus rectum

    Parametric form of conics & chords

    Tangents and normals (Cartesian form & parametric form)

    Equation of the chord of contact of tangents

    Vector Algebra

    Scalar product of vectors – properties & applications

    Vector product of vectors – properties & applications

    Scalar triple product

    Vector triple product – properties

    Analytical Geometry of Three Dimensions

    Coordinates of a point in space

    Distance between two points

    Section formula

    Direction ratios & direction cosines

    Angle between two intersecting lines

    Skew lines

    Shortest distance between skew lines & its equation

    Equation of a line (different forms)

    Equation of a plane (different forms)

    Intersection of a line & a plane

    Coplanar lines

    Differential Calculus

    Limits of functions

    Continuity of functions

    Differentiability of functions

    Tangent, normal & angle between curves

    Rolle’s Theorem

    Lagrange Mean Value Theorem

    Taylor’s series

    Maclaurin’s series

    Stationary points

    Increasing & decreasing functions

    Maxima & minima of functions (one variable)

    Concavity & points of inflexion

    Errors & approximations

    Integral Calculus and Its Applications

    Simple definite integrals

    Fundamental theorems of calculus

    Properties of definite integrals

    Reduction formulae

    Area of bounded regions

    Length of curves

    Differential Equations

    Formation of differential equations

    Order & degree of DE

    Solution of first-order DE by the variable separable method

    Solution of first-order DE by the homogeneous method

    Solution of first-order DE by the Linear equations method

    Applications of differential equations

    Probability and Distributions

    Basics of probability & axioms

    Addition law of probability

    Conditional probability

    Multiplicative law of probability

    Bayes’ theorem

    Random variables

    Probability density function

    Distribution function

    Mathematical expectation

    Variance

    Binomial distribution

    Poisson distribution

    Discrete Mathematics

    Sets

    Relations

    Functions

    Binary Operations

    Sequences & Series – AP

    Sequences & Series – GP

    Sequences & Series – HP

    Binomial Theorem

    Counting Techniques

    Mathematical Logic – logical statements

    Logical connectives

    Truth tables

    Logical equivalence

    Tautology

    Contradiction

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    VITEEE 2026 Exam Pattern

    The authority issued the VITEEE 2026 exam pattern in the official brochure. Below is the latest VITEEE exam pattern

    ParticularsDetails

    VITEEE 2026 Exam Mode

    Online Mode

    VITEEE Exam Duration

    2 hours, 30 minutes

    VITEEE Topics & Total Number of Questions

    Mathematics - 40 Questions

    Physics - 35 Questions

    Chemistry - 35 Questions

    Aptitude - 10 Questions

    English - 5 Questions


    Total number of Questions - 125 Questions


    VITEEE Total Marks

    125

    VITEEE Marking Scheme

    +1 for each correct answer

    -1 for each wrong answer

    0 for unanswered questions

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    Questions related to VITEEE

    On Question asked by student community

    Have a question related to VITEEE ?
    with 69k rank in viteee which category can i get in vit ap for cse ai ml

    Hello,

    With a VITEEE rank of around 69,000 , you have a good chance of getting CSE (AI & ML) at VIT-AP . Based on recent admission trends, CSE AI & ML at VIT-AP has been available up to around the 60,000–80,000 rank range depending on the fee category and

    Read Complete Answer
    D
    Devika Malik
    2 Jun'26
    with 69k rank in viteee which category can i get in vit ap for cse ai ml

    Hello Dear Student,
    With a 69k rank in VITEEE, you are eligible for Category 4 or 5 to secure CSE with a specialization in AI/ML at the VIT AP campus. Category 1 and 2 seats typically close much earlier for Computer Science branches.

    You can check, find and access more

    Read Complete Answer
    S
    Samyak Jain
    1 Jun'26
    got 81k rank in viteee can I get ece at vit ap in category 1

    Hello Dear Student,
    With an 81k rank in VITEEE, it is highly unlikely you will get ECE at the VIT-AP campus in Category 1. Category 1 seats are reserved for top ranks, usually the top 10,000–20,000.

    You can check, find and access more information here: https://engineering.careers360.com/articles/viteee-2026-rank-vs-branch-for-vit-admission
    Hope it helps!

    Read Complete Answer
    S
    Samyak Jain
    1 Jun'26
    i got 53560 in vit exam and my counselling is in phase 3. pls tell me that will o get cse core or cse specialization at vit bhopal or vit andhra pradesh. Pls tell me the category too.

    Hello Dear Student,
    With a rank of 53,560, you will likely secure CSE Core or CSE with Specializations at VIT Bhopal or VIT Andhra Pradesh under Category 3 or 4 during Phase 3 counseling.

    Hope it helps!

    Read Complete Answer
    S
    Samyak Jain
    28 May'26
    how to get admission in vit vellore if viteee rank is 180000

    Hello Dear Student,

    With a VITEEE rank around 1.8 lakh , VIT Vellore and Chennai campuses are generally very difficult for most branches.

    You will mainly have chances at:

    • VIT AP University
    • VIT Bhopal University

    where admission is still possible in several branches depending on category and fee category.



    You

    Read Complete Answer
    S
    Samyak Jain
    27 May'26
    View all

    Popular VITEEE Questions

    sir when i am opening viteee knockout  5000 concepts matrices and its aplication chapter it opens complex number pls do help
    Read Complete Answer

    they are not showing any option

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    when is vit entrance examination 2020?

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    Arrange the following Cobalt complexes in the order of incresing Crystal Field Stabilization Energy (CFSE) value. Complexes :  

    \mathrm{\underset{\textbf{A}}{\left [ CoF_{6} \right ]^{3-}},\underset{\textbf{B}}{\left [ Co\left ( H_{2}O \right )_{6} \right ]^{2+}},\underset{\textbf{C}}{\left [ Co\left ( NH_{3} \right )_{6} \right ]^{3+}}\: and\: \ \underset{\textbf{D}}{\left [ Co\left ( en \right )_{3} \right ]^{3+}}}

    Choose the correct option :
    Option: 1 \mathrm{B< C< D< A}
    Option: 2 \mathrm{B< A< C< D}
    Option: 3 \mathrm{A< B< C< D}
    Option: 4 \mathrm{C< D< B< A}

    Read Complete Answer
    The type of hybridisation and magnetic property of the complex \left[\mathrm{MnCl}_{6}\right]^{3-}, respectively, are :
    Option: 1 \mathrm{sp ^{3} d ^{2} \text { and diamagnetic }}
    Option: 2 \mathrm{sp ^{3} d ^{2} \text { and diamagnetic }}
    Option: 3 \mathrm{sp ^{3} d ^{2} \text { and diamagnetic }}
    Option: 4 \mathrm{sp ^{3} d ^{2} \text { and diamagnetic }}
    Option: 5 \mathrm{d ^{2} sp ^{3} \text { and diamagnetic }}
    Option: 6 \mathrm{d ^{2} sp ^{3} \text { and diamagnetic }}
    Option: 7 \mathrm{d ^{2} sp ^{3} \text { and diamagnetic }}
    Option: 8 \mathrm{d ^{2} sp ^{3} \text { and diamagnetic }}
    Option: 9 \mathrm{d ^{2} sp ^{3} \text { and paramagnetic }}
    Option: 10 \mathrm{d ^{2} sp ^{3} \text { and paramagnetic }}
    Option: 11 \mathrm{d ^{2} sp ^{3} \text { and paramagnetic }}
    Option: 12 \mathrm{d ^{2} sp ^{3} \text { and paramagnetic }}
    Option: 13 \mathrm{sp ^{3} d ^{2} \text { and paramagnetic }}
    Option: 14 \mathrm{sp ^{3} d ^{2} \text { and paramagnetic }}
    Option: 15 \mathrm{sp ^{3} d ^{2} \text { and paramagnetic }}
    Option: 16 \mathrm{sp ^{3} d ^{2} \text { and paramagnetic }}
    Read Complete Answer
    The number of geometrical isomers found in the metal complexes \mathrm{\left[ PtCl _{2}\left( NH _{3}\right)_{2}\right],\left[ Ni ( CO )_{4}\right], \left[ Ru \left( H _{2} O \right)_{3} Cl _{3}\right] \text { and }\left[ CoCl _{2}\left( NH _{3}\right)_{4}\right]^{+}} respectively, are :
    Option: 1 1,1,1,1
    Option: 2 1,1,1,1
    Option: 3 1,1,1,1
    Option: 4 1,1,1,1
    Option: 5 2,1,2,2
    Option: 6 2,1,2,2
    Option: 7 2,1,2,2
    Option: 8 2,1,2,2
    Option: 9 2,0,2,2
    Option: 10 2,0,2,2
    Option: 11 2,0,2,2
    Option: 12 2,0,2,2
    Option: 13 2,1,2,1
    Option: 14 2,1,2,1
    Option: 15 2,1,2,1
    Option: 16 2,1,2,1
    Read Complete Answer
    Spin only magnetic moment of an octahedral complex of \mathrm{Fe}^{2+} in the presence of a strong field ligand in BM is :
    Option: 1 4.89
    Option: 2 4.89
    Option: 3 4.89
    Option: 4 4.89
    Option: 5 2.82
    Option: 6 2.82
    Option: 7 2.82
    Option: 8 2.82
    Option: 9 0
    Option: 10
    Read Complete Answer

    3 moles of metal complex with formula \mathrm{Co}(\mathrm{en})_{2} \mathrm{Cl}_{3} gives 3 moles of silver chloride on treatment with excess of silver nitrate. The secondary valency of CO in the complex is_______.
    (Round off to the nearest integer)
     

    Read Complete Answer

    The overall stability constant of the complex ion \mathrm{\left [ Cu\left ( NH_{3} \right )_{4} \right ]^{2+}} is 2.1\times 10^{1 3}. The overall dissociation constant is y\times 10^{-14}. Then y is ___________(Nearest integer)
     

    Read Complete Answer

    Identify the correct order of solubility in aqueous medium:

    Option: 1

    Na2S > ZnS > CuS


    Option: 2

    CuS > ZnS > Na2S


    Option: 3

    ZnS > Na2S > CuS


    Option: 4

    Na2S > CuS > ZnS


    Read Complete Answer

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