CBSE Class 9 Maths Syllabus for Board Exam 2026-27, Download PDF
Access the CBSE Class 9 Maths Syllabus 2026-27 from the direct link shared here. Check the latest syllabus PDF, section-wise weightage, marking scheme, prescribed books, grammar topics, and important exam details for CBSE Board Exam 2027.
CBSE has released Class 9 syllabus for all subjects for the 2026-27 academic session. Students can access a direct link to download the main subject, like the Math syllabus, from here. As a foundational discipline, the subject aims at promoting logical reasoning, analytical thinking, and real-world problem-solving capabilities. In recent changes made as per the National Curriculum Framework (NCF-SE 2023) by the Central Board of Secondary Education (CBSE), it shifts the focus from rote memorization to promoting critical abilities in students. The subject follows an 80-mark annual theory exam and a 20-mark internal assessment structure, including chapters like Number Systems, Algebra, Coordinate Geometry, Geometry, Mensuration, and Statistics & Probability. In order to help students get detailed access to the syllabus, we have shared a comprehensive guide to understand the syllabus, marking structure, paper design, and key changes, along with prescribed books by the board.
CBSE Class 9 Maths Syllabus 2026-27: Key Changes
The CBSE Class 9 Information Technology (Subject Code 402) syllabus for 2026–27 has not seen any major changes. It retains the previous year's syllabus structure but has shifted its focus to competency-based questions. The curriculum contains practical, competency-based questions as per the National Curriculum Framework, to boost foundational understanding of the subject, rather than focusing on traditional formats.
CBSE Class 9 Maths: Marks Distribution (2026–27)
As students follow through the CBSE Class 9 Math syllabus, they can refer to the table shared below for a detailed distribution of marks as per sections. This will function as a guide to understand the marks assigned to each chapter and which section requires much attention to secure good marks.
| Unit No. | Unit Name | Chapter Name | Marks |
| I | Number System | • Number System | 07 |
| II | Albra | • Introduction to Polynomials • Sequences and Progressions • Exploring Algebraic Identities • Linear Equations in Two Variables | 20 |
| III | Coordinate Geometry | • Coordinate Geometry | 04 |
| IV | Geometry | • Introduction to Euclid’s Geometry: Axioms and Postulates • Lines and Angles • Triangles – Congruence Theorems • 4-gons (Quadrilaterals) • Circles | 25 |
| V | Mensuration | • Area and Perimeter • Surface Area and Volume | 14 |
| VI | Statistics and Probability | • Statistics • Introduction to Probability | 10 |
| Total | 80 |
CBSE Class 9 Maths Syllabus (2026–27)
Given below is a comprehensive CBSE Class 9 Maths syllabus (2026-27) for students to understand the outline of the chapters suggested by the baord. This covers major chapters like number system, algebra, mensuration, polynomial, statistics etc. offering students a foundational understanding of key math elements.
| Unit & No. of Periods | Chapter Name | Key Concepts |
| UNIT 1: NUMBER SYSTEM | Number System | * Introduction to rational numbers * Representation of rational numbers on the number line * Density of rational numbers and its proof * Finding rational numbers between any two rational numbers * Decimal representation of rational numbers * Introduction to irrational numbers * Proof of irrationality * The square root spiral |
| UNIT II: ALGEBRA | Introduction to Polynomials | * Algebraic expressions * Definition of a polynomial * Degree of a polynomial * Introduction to linear polynomials and applications * Exploring linear patterns * Modelling linear growth and linear decay * Linear relationships * Visualising linear relationships * Slope and y-intercept of a line y = ax + b |
| Sequences and Progressions | * Introduction to sequences * Explicit or general rule of a sequence * Recursive rule of a sequence * Arithmetic Progressions (AP): nth term, visualising an AP, and practical contexts leading to APs * Sum of the first n natural numbers * Geometric Progressions (GP): nth term, visualising a GP, and practical contexts leading to GPs * Applications of GP in fractals * Tower of Hanoi puzzle | |
| Exploring Algebraic Identities | * Revisiting algebraic identities * Visualising identities using geometrical models * Factorisation of algebraic expressions using identities * More identities and their applications * Visualising factorisation of quadratic expressions through algebra tiles and without using algebra tiles * Finding new identities * Simplifying rational expressions | |
| Linear Equations in Two Variables | * Introduction to linear equations in two variables through practical examples * Solution of linear equation in two variables: graphical representation * Slope-intercept form of linear equation in two variables * Drawing graphs of linear equations when x and y assume only certain values * Pair of linear equations in two variables * Graphical method for solving a pair of linear equations in two variables * Nature of solutions: consistency and inconsistency * Algebraic methods of solving a pair of linear equations: substitution and elimination method | |
| UNIT III: COORDINATE GEOMETRY
| Coordinate Geometry | * Brief history of coordinate geometry * The 2-D Cartesian coordinate system * Distance between two points in the 2-D plane * Midpoint of the line-segment between two points in the 2-D plane |
| UNIT IV: GEOMETRY
| Introduction to Euclid’s Geometry: Axioms and Postulates | * History of geometry * Constructing a square with a given side as described in the Baudhayana’s Sulbasutras * Discovering Euclid’s definitions * Axioms: Axioms of measurement and rules for geometric objects |
| Lines and Angles | * Rays and angles * Measures of angles * Intersecting lines and angles * Pairs of angles * Theorems and examples on intersecting lines * Theorems and examples on parallel lines | |
| Triangles: Congruence Theorems | * Practical applications of triangles * Proofs of conditions of congruence of triangles * Theorems on triangles * Propositions and their converse * Problems based on applications of theorems on triangles | |
| 4-gons (Quadrilaterals) | * Properties of parallelograms * Important theorems related to parallelograms and their proof * Midpoint theorem and its applications * Understanding the notion of central symmetry in the context of parallelograms | |
| Circles | * Practical applications and uses of circles * Definitions related to a circle — centre, diameter, and radius * Chords and the angles they subtend * Midpoints and perpendicular bisectors of chords * Distance of chords from the centre * Subtended angles by an arc * Cyclicity of points | |
| UNIT V: MENSURATION
| Mensuration: Area and Perimeter | * Perimeter of shapes * Perimeter of a circle: Introduction to Pi and its irrationality * Length of an arc * Area of shapes: rectangles, parallelograms, and triangles * Heron’s formula * Squaring a rectangle: Proof from Baudhayana’s Sulbasutras * Area of a circle: derivation * Area of the sector of a circle * Brahmagupta’s formula for area of a cyclic 4-gon * Heron’s formula as a special case of Brahmagupta’s formula |
| Mensuration: Surface Area and Volume | * Surface areas and volumes of spheres (including hemispheres) and right circular cones | |
| UNIT VI: STATISTICS AND PROBABILITY
| Statistics | * Graphical representation of data * Measures of central tendency |
| Introduction to Probability | * Concept of probability and randomness * The probability scale * Empirical probability: analysing statistical data and performing experiments * Theoretical probability: sample space and events * Representing probability through tree diagrams and tables |
Check: CBSE Class 9 Maths Syllabus 2026-27 Syllabus
CBSE Class 9 Mathematics: Paper Design (2026–27)
The paper design ensures that students understand the paper structure for the exam cycle. For the current academic cycle 2026-27, students can refer to the table shared below to understand the type of questions to be asked for CBSE Class 9 Maths paper. This will offer students a brief idea into how questions will be framed, the intent of it along with marks weightage.
| S. No. | Typology of Questions | Total Marks | % Weightage (approx.) |
| 1 | Remembering: Exhibit memory of previously learned material by recalling facts, terms, basic concepts, and answers. Understanding: Demonstrate understanding of facts and ideas by organizing, comparing, translating, interpreting, giving descriptions, and stating main ideas. | 43 | 54% |
| 2 | Applying: Solve problems to new situations by applying acquired knowledge, facts, techniques and rules in a different way. | 19 | 24% |
| 3 | Analysing: Examine and break information into parts by identifying motives or causes. Make inferences and find evidence to support generalizations. Evaluating: Present and defend opinions by making judgments about information, validity of ideas, or quality of work based on a set of criteria. Creatng: Compile information together in a different way by combining elements in a new pattern or proposing alternative solutions. | 18 | 22% |
| Total | 80 | 100% |
The exam paper is designed as per the syallbus, combining all the chapters. It tests your recalling capacity, and divides the paper in three ways to make sure students understand and is able to answer the questions well.
CBSE Class 9 Maths: Prescribed Books 2026–27 (By NCERT)
As per the CBSE guidelines, students can refer to precribed books (NCERT) for the Maths 2026-27 exams. It is prescribed keeping in mind the development and changes in the latest academic cycle. Students can refer to the books shared below:
1. Mathematics - Textbook for class IX - NCERT Publication
2. Guidelines for Mathematics Laboratory in Schools, class IX - CBSE Publication
3. Laboratory Manual - Mathematics, secondary stage - NCERT Publication
4. Mathematics exemplar problems for class IX, NCERT publication
CBSE class 9 students can utilize the latest syllabus shared here to map out their subject preparation. They can focus on the suggested content in the book to prepare well for the exam.
Jaya Gupta is an Education Content professional with over four years of experience in writing marketing and academic content, alongside a year of experience working with an indie publishing house. Currently, she is covering higher education content for Jagran Josh (Jagran New Media), leveraging her academic knowledge. She specializes in covering management, engineering, law, medical colleges, study abroad and GATE exams. She holds a Master's degree in English Literature, successfully qualified the 2024 UGC NET, and has guided more than 100 students in framing effective study-abroad academic essays. Her writing interests vary across education, creative expression, and digital culture.
