IGCSE Math

IGCSE Mathematics provides a solid foundation in mathematical concepts and skills.

90%

of students score

A and above

78%

students get a top score of

A* in

IGCSE Math

80%

students showed exceptional
performance in their first semester of

IGCSE Math

Course Concept

IGCSE (International General Certificate of Secondary Education) Mathematics is a course designed for students in the age range of 14-16. It provides a solid foundation in mathematical concepts and skills, preparing students for further studies in mathematics or related fields. The IGCSE Mathematics curriculum aims to develop students' mathematical knowledge, problem-solving abilities, and critical thinking skills. It is divided in:

Mathematical understanding: The course aims to develop students' understanding of mathematical concepts, including the ability to recognize patterns, make connections between different areas of mathematics, and apply mathematical principles to real-life situations.
Problem-solving skills: IGCSE Mathematics focuses on developing students' problem-solving skills. They learn to analyze problems, select appropriate strategies and techniques, and apply them to find solutions. Problem-solving involves logical reasoning, making conjectures, and testing hypotheses.
Mathematical communication: Students learn to effectively communicate mathematical ideas, methods, and solutions using mathematical language, symbols, and diagrams. They develop skills in explaining their reasoning, justifying their solutions, and interpreting and evaluating mathematical information.
Mathematical techniques and applications: The course introduces students to a range of mathematical techniques and their applications. They learn to use formulas, algorithms, and procedures to perform calculations, solve equations, manipulate data, and analyze geometric shapes.
Mathematical modeling: IGCSE Mathematics emphasizes the use of mathematical modeling to represent and solve real-world problems. Students learn to translate practical situations into mathematical models, make assumptions, and use mathematical methods to analyze and interpret the results.
Numerical and graphical representation: Students develop skills in representing and interpreting data numerically and graphically. They learn to use tables, charts, graphs, and diagrams to organize and present data, identify trends and patterns, and make predictions

IGCSE Math

Course Details:

Dedicated Test Prep Manager to Oversee Your Program

Digital Copies of the AP Guru Strategy Guides & Classroom Books

Test Reports

Personalized Assignments

₹

200000

+ GST

2500

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Syllabus

Best-in-class content by leading faculty and industry leaders in the form of videos, cases and projects, assignments and live sessions

COURSE SYLLABUS PDF

Months

108

Assignments

Live Sessions

2. Equations, Formulae and Identity

Hours

Assignment

Algebra Toolkit
Algebraic Roots and Indices
Expanding Brackets
Factorising
Completing the Square
Algebraic Fractions
Rearranging Formulae
Algebraic Proof
Linear Equations
Solving Quadratic Equations
Simultaneous Equations
Forming and Solving equations

3. Sequences , Functions and Graphs

Hours

Assignment

Sequences
Functions
Coordinate Geometry
Linear Graphs Y=Mx+C
Graphs Of Functions
Estimating Gradients
Real - Life Graph
Graphing Inequalities
Transformations Of Graphs
Differentiation

4. Geometry and Trigonometry

Hours

Assignment

Standard And Compound Units
Angles In Polygons & Parallel
Bearing , Scales Drawing And Constructions
Circle Theorems
Area & Perimeters
Circles, Arcs & Sectors
Volumes And Surface Area
Congruence ,Similarity And Geometrical Proof
Area & Volumes Of Similar Shape
Right- Angled Triangles - Pythagoras & Trigonometry
Sine, Cosine Rule & Area Of Triangles
3d Pythagoras & Trigonometry

5. Vectors and Transformation Geometry

Hours

Assignment

Vectors
Transformations

6. Statistics & Probability

Hours

Assignment

Statistic Toolkit
Histograms
Cumulative Frequency Diagrams
Probability Toolkit
Probability Diagrams - Venn & Tree Diagram
Combined Conditional Probability

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Complete Application

Step 1 of the APGuru process is the application phase. We'll ask for basic information such as your name, contact details, current educational level, and your specific goals or challenges. Once you've filled out the application, click the submit button. Your application will be promptly reviewed by our admissions team.

Take a Trial Class

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