CBSE Math RevisionCBSE Class 9 Maths syllabus 2026-27
Every chapter of the Class 9 Maths syllabus for 2026-27 with the unit-wise marks, and every topic inside it in plain English. Tick each one when you can do it; every topic links to its free notes and practice.
- 15 chapters
- 80 points to tick
- Free and printable
The exam at a glance
| Part | Time | Marks | Notes |
|---|---|---|---|
| School annual exam (theory) | Set by your school | 80 marks | On CBSE's syllabus |
| Internal assessment | Through the year | 20 marks | Set by your school |
CBSE gives marks by unit, not by chapter (unit marks below, from the 2026-27 curriculum).
Official curriculum: CBSE's curriculum page for 2026-27. We link to it and never copy it.
The syllabus, chapter by chapter
CBSE Class 9 Maths: syllabus checklist · cbsemathrevision.com/cbse-frontend/syllabus/class-9
Number System 7 marks
Ch 1 Number System
Algebra 20 marks
Ch 2 Introduction to Polynomials
- Expressions and polynomials
- Value and zero of a linear polynomial
- Linear growth and decay
- Graph of \(y = ax + b\): slope and intercept
Ch 3 Sequences and Progressions
- Sequences and their rules
- The Virahanka-Fibonacci sequence
- Arithmetic progressions
- Sum of the first \(n\) natural numbers
- Geometric progressions
- Patterns from repeated processes
Ch 4 Exploring Algebraic Identities
Ch 5 Linear Equations in Two Variables
Coordinate Geometry 4 marks
Ch 6 Coordinate Geometry
Geometry 25 marks
Ch 7 Introduction to Euclid's Geometry: Axioms and Postulates
- Where geometry came from
- Definitions, axioms, postulates, theorems
- Euclid's axioms (in our words)
- Euclid's five postulates (in our words)
- Laying out a square with a given side
- Justifying a construction from the axioms
Ch 8 Lines and Angles
- Rays and angles
- Pairs of angles
- Intersecting lines
- Proof by contradiction
- Parallel lines and a transversal
- Angles of a triangle
Ch 9 Triangles – Congruence Theorems
- Triangles are rigid
- Congruent triangles
- The congruence conditions
- SSA is not a congruence condition
- Isosceles triangles
- Propositions, converses and counterexamples
- Why diagrams must be accurate
Ch 10 4-gons (Quadrilaterals)
- Parallelograms
- Special parallelograms
- Mid-point theorem and its converse
- Centroid
- The mid-point quadrilateral
Ch 11 Circles
Questions
Is this the official CBSE syllabus?
No. It is our own plain-English checklist of what the course covers, with the board's reference numbers so you can find each part in the official document. undefined is independent and is not affiliated with or endorsed by any exam board. For the exact wording, use the official link above.
Where are my ticks saved?
In this browser straight away. Sign in with a free account and they are saved to your account too, so they follow you to any device. They are the same ticks as on our interactive syllabus checklist.
How do I print it?
Use the Print button (or your browser's print). The printout is a clean one- or two-page list with a box next to every point, ready to tick by hand.