Sir Adeel Lutf

Sir Adeel Lutf

  • ⭐ 4.8 Rating
  • 👨‍🎓 500+ Students
  • 🎓 Cambridge Certified

An experienced O Level Mathematics educator with over 25 years of teaching excellence, helping students master concepts, improve problem-solving skills, and achieve top grades.

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O Level Mathematics Instructor

Sir Adeel Lutf

My name is Sir Adeel Lutf, and I hold a Bachelor’s degree in Chemical Engineering — a foundation that has deeply shaped the way I understand and teach mathematics and sciences.

Since 1998, I have been teaching O Level Mathematics, Physics, Chemistry, and Additional Mathematics, bringing over 25 years of classroom experience. My engineering background allows me to explain complex concepts with clarity, logic, and real-world application, helping students understand both the method and reasoning behind every topic.

Over the years, I have guided hundreds of students through their O Level journey, focusing on strong conceptual understanding, exam techniques, and consistent practice through past papers.

Teaching is not just my profession — it is a passion I have refined over decades, and I remain committed to helping every student achieve their highest potential.

Course Description

This course is designed to provide complete preparation for O Level Mathematics across multiple exam boards including Cambridge, Edexcel, and AQA. It focuses on concept clarity, structured learning, extensive past paper practice, and exam techniques to ensure students achieve excellent results.

  • Course Code: 4024 / 0581 / 8300 / 1MA1 / J560
  • Duration: 80 Hours
  • Lectures: 100 Recorded Lectures
  • Live Sessions: 30 Interactive Classes
  • Past Papers: 2018 – 2025 (All Variants Covered)
  • Tests: 30 Chapter-wise Tests
  • Mocks: 4 Full-Length Exams
  • Access: 6 Months

What You Will Learn

O Level Mathematics

Numbers

1.1 Number operations and basic arithmetic
1.2 Fractions, decimals and percentages
1.3 Ratio and proportion
1.4 Standard form
1.5 Estimation and limits of accuracy

2.1 Algebraic expressions
2.2 Linear equations and inequalities
2.3 Quadratic equations
2.4 Sequences and patterns

3.1 Angles and lines
3.2 Triangles and polygons
3.3 Basic circle properties

4.1 Coordinates and plotting points
4.2 Gradient of a line
4.3 Equation of straight line

5.1 Linear graphs
5.2 Quadratic graphs
5.3 Graph interpretation

6.1 Trigonometric ratios
6.2 Right-angled triangle problems
6.3 Applications of trigonometry

7.1 Similar shapes
7.2 Scale factors

8.1 Reflection
8.2 Rotation
8.3 Translation
8.4 Enlargement

9.1 Basic vector operations
9.2 Vector representation

10.1 Set notation
10.2 Venn diagrams

11.1 Basic probability
11.2 Simple probability problems

12.1 Area and perimeter
12.2 Volume and surface area

13.1 Data handling
13.2 Mean, median, mode
13.3 Graphical representation

14.1 Introduction to differentiation
14.2 Basic applications

15.1 Simplifying surds
15.2 Basic operations with surds

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