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

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

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Team Careers360Updated on 19 Dec 2025, 02:58 PM IST

VITEEE Maths Syllabus 2026: VIT Vellore released the VITEEE Mathematic syllabus at viteee.vit.ac.in. The syllabus for VITEEE Maths 2026 PDF contains Class 11 & 12th Mathematics topics. Candidates have 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 topics like Mathematics, Biology, Physics, Chemistry, Aptitude, and English. The VITEEE Maths syllabus is considered the toughest topic in the entire syllabus.

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

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 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 needs to be covered for VITEEE 2026.

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

VITEEE 2026 Exam Pattern

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

Event

Details

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 ?
What exams shall i register for other than jee, bitsat, viteee, cuet? I have registered for the listed ones. I live in Delhi.

Since you're from Delhi and have already registered for JEE, BITSAT, VITEEE, and CUET, consider these additional exams: SRMJEEE (SRM Institute of Science and Technology), COMEDK UGET (for Karnataka engineering colleges), WBJEE (West Bengal Joint Entrance Examination), AEEE (Amrita Entrance Examination for Amrita Vishwa Vidyapeetham), KIITEE (Kalinga Institute of Industrial

Read Complete Answer
T
Tanay Jain
5 Jan'26
can i apply viteee exam in 2027 if i have give my main boards in 2025 but giving nios in 2026 november ?

Hello

Yes, you can apply for VITEEE 2027 even if you passed your main board in 2025 and are appearing for NIOS in November 2026.
VIT accepts NIOS as a valid board for eligibility. Your NIOS result will be treated as the qualifying Class 12 exam.
Make sure you have

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S
SEJAL JAIN
22 Dec'25
mene 2025 me boards di thi...and aab me 2026 me nios de rha hu november me...and me viteee exam bhi dene wala hu..ye acceptable hai??.. please answer

Hello,

Yes, you can give them alongside.

You can take VT exams, more likely RTR(A), an exam for the DGCA Radio licensing exam. The age limit is a minimum of 16 years, involving a written MCQ test to pass with 70% and a practical of 50%, which is completely different

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V
Vaishnavi Viswanathan
19 Dec'25
In viteee didn't taken kcet marks if it will taken how much marks is qualify

Hello,

For VITEEE, focus only on your VITEEE exam score and rank. KCET marks are irrelevant. To qualify, ensure 60% in Class 12 PCM/PCB and aim for a rank under 25,000 for good branches.

To know more details access below mentioned link:

https://engineering.careers360.com/articles/viteee-2025-qualifying-marks-vit-btech-cutoff-details

Hope it helps.

Read Complete Answer
S
Sankalp Agrawal
1 Dec'25
Hi, suppose I have to apply viteee Vellore in that college only i have to write exam in this same centre or I can apply any viteee application which centre it will get and in Vellore branch they don't taken kcet marks and Vellore branch how much marks is qualify can u tell me details.

Hello,
If you want to apply for VITEEE at Vellore, you need to appear for the VITEEE entrance exam. The exam can be taken at designated exam centers, and it is not necessary to write it only at the Vellore campus. You can choose an exam center that is convenient

Read Complete Answer
A
AKKSHEETHA M
1 Dec'25
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Popular VITEEE Questions

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

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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 }}
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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
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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 0
Option: 11 0
Option: 12 0
Option: 13 3.46
Option: 14 3.46
Option: 15 3.46
Option: 16 3.46
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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)
 

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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)
 

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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


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