Grade 9 ICSE

Duration

1 Year

Session

300

Course Description

The Grade 9 ICSE program offers a rigorous and expansive academic foundation across Mathematics and Science, fully aligned with the ICSE curriculum. In Mathematics, students explore key domains including algebra, geometry, trigonometry, statistics, and coordinate geometry, building computational fluency and logical reasoning. Science instruction is distributed across Physics, Chemistry, and Biology, with an emphasis on experimental learning, scientific reasoning, and real-world application. The course integrates theoretical depth with hands-on problem-solving to prepare learners for the board-level challenges of Grade 10.

Learning Objective

This course is designed to develop a deep conceptual understanding of scientific and mathematical principles while enhancing precision, critical thinking, and data analysis skills. Students will gain the ability to apply learned concepts to solve numerical problems, construct logical arguments, and conduct experiments. The program also nurtures scientific curiosity and encourages structured inquiry through practical assignments and assessments embedded throughout the curriculum.

What Will I Learn?

Students will explore a wide range of foundational and advanced topics through a concept-driven, application-based approach. They will develop confidence in working with numbers, equations, graphs, and geometrical constructions while building fluency in interpreting and solving real-world problems. Scientific learning will include analyzing motion and force, understanding the principles behind light and sound, exploring atomic structures, and investigating living systems and ecological interactions. Through interactive modules, hands-on experiments, and logical reasoning exercises, learners will engage deeply with topics like pressure, reflection, respiration, chemical reactions, and health and hygiene—sharpening their analytical thinking and preparing them for the academic rigor of high school.

Additional Info

Practice

Regular exercises and interactive activities to reinforce key concepts in each subject.

Doubt-Solving

Dedicated sessions to address and clarify any questions or difficulties students encounter.

Reports

Detailed reports on experiments and projects to track progress and understanding.

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Mathematics
Physics
Biology
Chemistry

Rational and Irrational Numbers

Rational Numbers
Decimal Representations
Irrational Numbers

Surds

Surds Introduction
Simplification
Rationalization

Compound Interest [Without Using Formula]

Simple Interest
Compound Interest Concept
Growing Principal Computation

Compound Interest [Using Formula]

Using Formula
Inverse Problems
Half-Yearly & Non-Exact Year Cases

Expansions

Identities
(a + b)^2 and (a - b)^2
(a + b)^3 and (a - b)^3

Factorisation

Common Factors & Grouping
Splitting the Middle Term
Special Identities (Squares & Cubes)

Simultaneous Equations

Substitution Method
Elimination by Coefficient
Cross Multiplication

Indices (Exponents)

Laws of Indices
Types of Indices
Exponential Equations

Logarithms

Laws of Logarithms
Expansion using Laws
Advanced Logarithmic Operations

Triangles

Triangle Properties
Congruent Triangles
Congruence Conditions

Isosceles Triangles

Definition
Properties
Word Problems

Inequalities

Theorem 1 & 2
Theorem 3, 4 & 5
Applications

Mid-Point and Its Converse

Mid-Point Theorem
Converse Theorem
Equal Intercept Theorem

Pythagoras Theorem

Theorem Problems
Converse Cases
Real-life Applications

Rectilinear Figures

Polygons & Properties
Regular Polygons
Types of Quadrilaterals

Construction of Polygons

Quadrilaterals
Parallelogram, Trapezium, Rectangle
Rhombus, Square, Hexagon

Area Theorems

Same Base and Parallels
Triangles on Same Line
Area Comparisons

Circle

Circle Elements
Arcs, Segments, Sectors
Chord Properties

Statistics

Tabular Data & Frequency
Class Intervals
Histogram Representation

Mean and Median

Mean of Ungrouped Data
Median Concept
Properties of Mean

Area and Perimeter of Plane Figures

Triangles
Quadrilaterals
Circle (Circumference and Area)

Solids

Cuboid & Cube
Cross-Sections
Flow-Based Calculations

Trigonometrical Ratios

Definitions
Angle Notation
Trigonometric Ratios

Trigonometric Ratios of Standard Angles

30°, 45°, 60° Ratios
Trigonometric Equations
Applications

Solutions of Right Angle Triangle

Simple 2D Problems
Trigonometric Calculations
Angle Relationships

Complementary Angles

Introduction
Sine-Cosine Complementarity
Other Trigonometric Complements

Coordinate Geometry

Variables & Ordered Pairs
Cartesian Plane
Graphing & Slope

Graphical Solution

Linear Equation Graphs
Graphical Solution of Simultaneous Equations
Applications

Distance Formula

Distance Formula
Applications
Circumcentre of Triangle
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