IGCSE Mathematics Course – Cambridge & Edexcel

The IGCSE Mathematics Course, designed for both Cambridge and Edexcel exam boards, offers a comprehensive curriculum that prepares students for foundational and advanced mathematical concepts. This course equips learners with essential problem-solving skills, mathematical reasoning, and analytical abilities needed for academic success and future STEM studies.

Covering a wide range of topics, this course ensures thorough preparation for IGCSE exams by combining theory with practical application.

📘 Course Content Overview

  • Recurring Decimals

  • Standard Form

  • Limits of Accuracy

  • Fractions

  • Percentages I & II

  • Ratio and Proportion I & II

  • Indices

  • Surds

  • Set Notation

  • Simplifying, Expanding, and Factorising Expressions

  • Solving Linear and Quadratic Equations

  • Completing the Square

  • Straight Line Graphs

  • Plotting Graphs

  • Compound Measures

  • Pythagorean Theorem & 3D Pythagorean Theorem

  • Trigonometry in Right Triangles

  • Sine and Cosine Rules

  • Properties and Areas of Shapes

  • Histograms

  • Highest Common Factor (HCF) and Lowest Common Multiple (LCM)

  • Direct and Inverse Proportion

  • Changing the Subject of a Formula

  • Compound Interest

  • Simultaneous Equations

  • Inequalities

  • Angles in Polygons

  • Construction

  • Bearings

  • Volumes

  • Similarity

  • Transformation & Function Notation

  • Differentiation

  • Sequences

  • Circle Theorems

  • Statistical Measures

  • Algebraic Proofs

  • Vectors

  • Probability

🎯 What Students Will Gain

  • Strong foundational and advanced mathematical knowledge

  • Proficiency in algebra, geometry, trigonometry, statistics, and calculus

  • Problem-solving and logical reasoning skills

  • Confidence to excel in Cambridge and Edexcel IGCSE exams

  • Preparation for higher-level mathematics courses and STEM education

  • Algebraic exercises
  • Graph plotting and analysis
  • Trigonometric problem-solving
  • Geometry construction tasks
  • Probability and statistics investigations
  • Equation solving drills
  • Function and transformation practice
  • Differentiation exercises
  • Past paper exam practice
  • Group discussions and math challenges