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    Course Curriculum

    A structured approach to Class 9th -mathematics

    Number System – Introduction to Real Numbers – Understanding real numbers and their properties

    Number System – Irrational Numbers – Exploring irrational numbers and their properties

    Number System – Rational Numbers and Their Operations – Performing operations with rational numbers

    Polynomials – Introduction to Polynomials – Understanding polynomials terms degrees and examples

    Polynomials – Zeroes of a Polynomial – Finding the zeroes of a polynomial and solving related problems

    Polynomials – Factorization of Polynomials – Methods of factorization and finding the factors of polynomials

    Coordinate Geometry – Introduction to Coordinate Geometry – Introduction to the Cartesian plane and coordinate system

    Coordinate Geometry – Distance Formula – Understanding and applying the distance formula to find distances between two points

    Coordinate Geometry – Section Formula – Understanding and solving problems using section formula

    Linear Equations in Two Variables – Introduction to Linear Equations – Understanding linear equations in two variables and their graphical representation

    Linear Equations in Two Variables – Graphing Linear Equations – Plotting and interpreting the graph of linear equations

    Linear Equations in Two Variables – Solutions of Linear Equations – Solving linear equations with two variables

    Euclid 's Geometry – Euclid 's Definitions Axioms and Postulates – Understanding the basic definitions axioms and postulates of Euclid’s geometry

    Euclid 's Geometry – Theorems and Proofs – Understanding theorems and methods of proving statements in Euclidean geometry

    Euclid 's Geometry – Applications of Euclid 's Geometry – Exploring real-world applications of Euclid 's geometry concepts

    Lines and Angles – Basic Concepts and Properties – Understanding the concepts of lines angles and their properties

    Lines and Angles – Angle Pair Relationships – Exploring complementary supplementary and vertically opposite angles

    Lines and Angles – Parallel Lines and Transversals – Exploring the properties of parallel lines and transversals

    Triangles – Types of Triangles – Understanding different types of triangles based on sides and angles

    Triangles – Congruence of Triangles – Exploring criteria for congruence of triangles (SSS SAS ASA AAS RHS)

    Triangles – Properties of Triangles – Learning properties and theorems related to triangles

    Quadrilaterals – Types of Quadrilaterals – Understanding different types of quadrilaterals and their properties

    Quadrilaterals – Properties of Parallelograms – Exploring the properties of parallelograms and rhombuses

    Quadrilaterals – Area of Quadrilaterals – Calculating the area of various quadrilaterals

    Area of Parallelograms and Triangles – Area of Parallelograms and Triangles – Understanding the formula and calculating areas of parallelograms and triangles

    Area of Parallelograms and Triangles – Applications of Area Formula – Solving problems using the area formulas of triangles and parallelograms

    Area of Parallelograms and Triangles – Special Cases and Exercises – Working through special cases and related problems

    Circles – Introduction to Circles – Basic concepts of circles radius diameter and circumference

    Circles – Angle Subtended by a Chord – Exploring angles subtended by a chord and properties of circles

    Circles – Cyclic Quadrilaterals – Exploring cyclic quadrilaterals and their properties

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