Grade 9 › Mathematics

Class 9 Mathematics

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Chapter 1
Number Systems
Review of Number Line Representation Rational Numbers as Recurring/Terminating Decimals Operations on Real Numbers Irrational Numbers and Their Representation Rationalization of Real Numbers Laws of Exponents for Real Numbers
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Chapter 2
Polynomials
Introduction to Polynomials Zeros of a Polynomial Remainder and Factor Theorems Algebraic Identities
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Chapter 3
Coordinate Geometry
Cartesian Plane and Plotting Points Distance Formula Section Formula
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Chapter 4
Linear Equations in Two Variables
Introduction to Linear Equations Graphical Representation Solutions of Linear Equations
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Chapter 5
Introduction to Euclid's Geometry
Euclid's Definitions and Axioms Euclid's Postulates Theorems from Euclid
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Chapter 6
Lines and Angles
Basic Angle Relationships Parallel Lines and Transversal Triangle Angle Properties
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Chapter 7
Triangles
Congruence of Triangles Criteria for Congruence Properties of Triangles
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Chapter 8
Quadrilaterals
Properties of Quadrilaterals Types of Quadrilaterals Parallelogram Theorems
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Chapter 9
Areas of Parallelograms and Triangles
Area of Parallelogram Area of Triangle Figures on Same Base and Between Same Parallels
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Chapter 10
Circles
Circle and Its Properties Theorems on Chords Angle Subtended by Arc
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Chapter 12
Heron's Formula
Heron's Formula for Triangle Area Application to Quadrilaterals
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Chapter 13
Surface Areas and Volumes
Surface Area of Solids Volume of Solids Application Problems
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Chapter 14
Statistics
Collection and Presentation of Data Measures of Central Tendency Frequency Distribution
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Chapter 15
Probability
Basic Probability Concepts Experimental Probability Theoretical Probability
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Chapter 16
Compound Interest
Simple vs Compound Interest Compound Interest Formula Applications of CI
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Chapter 17
Expansions
Algebraic Identities Expanding Expressions Applications of Expansions
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Chapter 18
Factorisation
Methods of Factorisation Factor Theorem Applications Factorising Cubics
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Chapter 19
Simultaneous Linear Equations
Methods of Solving Simultaneous Equations Substitution Method Elimination Method
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Chapter 20
Indices (Exponents)
Laws of Indices Negative and Fractional Indices Applications
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Chapter 21
Logarithms
Introduction to Logarithms Laws of Logarithms Solving Logarithmic Equations
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Chapter 22
Mid-point Theorem
Mid-point Theorem Intercept Theorem Applications
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Chapter 23
Pythagoras Theorem
Pythagoras Theorem Converse of Pythagoras Theorem Applications
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Chapter 24
Mensuration (Areas and Volumes)
Perimeter and Area of Plane Figures Surface Area of 3D Shapes Volume Calculations
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Chapter 25
Trigonometry
Trigonometric Ratios Trigonometric Identities Heights and Distances Trigonometric Tables