The BSE Odisha Class 9 Maths Syllabus 2026-27 provides the prescribed Mathematics topics for students studying under the Board of Secondary Education, Odisha. The syllabus includes concepts from algebra, geometry, mensuration, trigonometry, statistics, probability and coordinate geometry.
Students can use the syllabus as a reference while studying their prescribed textbooks, completing exercises and planning revision for different assessments during the academic session. The 2026–27 syllabus is organised across the academic terms and assessment schedule.
The Class 9 Mathematics syllabus covers different areas of mathematical reasoning and problem-solving. The prescribed topics include algebraic concepts, geometry, mensuration, trigonometry, coordinate geometry, statistics and probability.
|
Unit Name |
Main Chapters Included |
|---|---|
|
Number Systems |
Real Numbers, Surds, Indices |
|
Set Theory |
Sets, Subsets, Operations on Sets |
|
Algebra |
Polynomials, Linear Equations in Two Variables |
|
Geometry |
Lines, Angles, Triangles, Quadrilaterals, Circles |
|
Mensuration |
Area and Perimeter, Surface Area and Volume |
|
Statistics and Probability |
Frequency Distribution, Mean, Probability |
Students can save the official Class 9 Maths syllabus PDF Odisha to access chapter details offline. A downloaded syllabus helps you track completed topics easily and plan revisions before unit tests. Keep the file handy on your device for quick reference.
Study without using the internet
This section covers in-depth details of all chapters included in the curriculum. Review these topics to understand specific concepts and theorems.
Algebra covers variables, algebraic identities, polynomials, and equations. It requires regular practice of numerical problems.
Real Numbers: Operations on real numbers, laws of exponents, and rationalisation of surds.
Set Theory: Set operations, union, intersection, difference, and Venn diagrams.
Polynomials: Zeros of a polynomial, Factor Theorem, and Remainder Theorem.
Linear Equations: Solutions and graphs of linear equations in two variables.
Geometry focuses on spatial properties, axiomatic deductions, and geometric constructions.
Lines and Angles: Intersecting lines, parallel lines, and transversal angle relations.
Triangles: Congruence rules (SAS, ASA, SSS, RHS) and triangle inequalities.
Quadrilaterals: Angle sum property and characteristics of parallelograms.
Circles: Chords, perpendiculars from the centre, arcs, and cyclic quadrilaterals.
This section deals with geometric calculations, data handling, and likelihood of events.
Mensuration: Area of triangles using Heron's formula, surface area, and volume of solids.
Statistics: Collection of data, ungrouped frequency tables, bar graphs, and mean.
Probability: Basic concept of chance and empirical probability.
Preparing the BSE Odisha 9th Maths syllabus requires consistent problem-solving and conceptual clarity. Follow these simple tips to score well:
Understand foundational definitions before attempting complex calculations.
Maintain a separate notebook for essential theorems, identities, and formulas.
Solve all textbook exercises prescribed by the Odisha State Board.
Practice geometrical constructions using proper instruments to maintain accuracy.
Revise weekly to retain calculation steps and avoid common arithmetic errors.
