Welcome! I'm a passionate Mathematics educator with over 25 years of international experience, specialising in KS3, IGCSE, and the IB Diploma Programme. I’ve taught both Analysis and Approaches and Applications and Interpretation at Standard and Higher Level. Here, you’ll find a wide range of carefully crafted resources designed to support students and teachers across all levels of secondary mathematics.
Welcome! I'm a passionate Mathematics educator with over 25 years of international experience, specialising in KS3, IGCSE, and the IB Diploma Programme. I’ve taught both Analysis and Approaches and Applications and Interpretation at Standard and Higher Level. Here, you’ll find a wide range of carefully crafted resources designed to support students and teachers across all levels of secondary mathematics.
Power Point presentation, 10 slides, Explaining how to use the derivative to determine either a function is increasing or decreasing on a given interval, based on IB Mathematics Standard Level Syllabus.
Power Point presentation, 9 slides, Explaining with examples what is a relative minimum and an absolute minimum, also what is a relative maximum and an absolute maximum, based on IB Mathematics Standard Level Syllabus.
Power Point presentation, 8 slides, Explaining how to Identify compound statements with the operators: negation, conjunction, disjunction, exclusive disjunction, and use the appropriate truth table.
Power Point presentation, 9 slides, Explaining how to use the second derivative to determine either a function is concave upwards or downwards on a given interval, and how to calculate the point of inflection (inflexion) based on IB Mathematics Standard Level Syllabus.
This resource is designed for IB Mathematics: Analysis and Approaches Standard Level lessons on basic indefinite integration.
Firstly, the presentation introduces core integration rules with clear and simple explanations. Then, it applies these rules to familiar functions.
It covers integrals of 1/𝑥, exponential functions with base e, and both sine and cosine. Therefore, it supports foundational calculus understanding.
Moreover, each example is broken into manageable steps to encourage student comprehension and independent practice.
Teachers will appreciate the logical structure and clean visuals. Students will benefit from consistent scaffolding and reinforcement of techniques. It provides a complete lesson with ready-to-use examples.
This download is ideal for building confidence with integration techniques in preparation for Paper 1 and Paper 2 exams.
It is a ZIP file including a Power point presentation, 19 slides explaining different methods of multiplication: Column method expanded working, column method compacted working, grid method, Chinese method or Napiers’s bones and the Russian method. Also includes a Worksheet with answers to be used in the lesson, and a Homework sheet that can be used with the students.
Power Point presentation, 15 slides, Explaining how to use the first and second derivative to draw the sketch of the graph of a function, also, knowing the graph of une function either f, f’ or f" draw the sketch of the other two functions, based on IB Mathematics Standard Level Syllabus. For a preview of the power point copy the following link on your browser:
https://drive.google.com/file/d/0B8z00qLZV7OlTUZONWN6d0RMbjA/view?usp=sharing
This engaging 12 slides presentation helps IGCSE students master reflections in a clear and structured way.
Firstly, it introduces key terminology and concepts using simple visual examples. Then, it walks students through reflections in the x-axis, y-axis, and diagonal lines like y = x and y = –x.
Each slide includes worked examples and coordinates-based tasks. As a result, students build both conceptual understanding and plotting accuracy.
Moreover, the resource includes shape reflections over horizontal, vertical, and slanted lines. Therefore, it covers the full IGCSE specification on transformations.
You also receive a well-structured worksheet for use in class or as homework.
Use this resource to develop students’ confidence in geometric transformations. The step-by-step structure supports visual learners and encourages independent practice.
In summary, this is a complete, ready-to-use lesson that makes teaching reflections simple and effective.
Engage your students with this concise 7-slide PowerPoint presentation, designed to simplify the concepts of mutually exclusive and exhaustive events in probability. With clear definitions, step-by-step explanations, and practical examples, this resource helps students easily understand how mutually exclusive events cannot happen simultaneously and how exhaustive events cover all possible outcomes. Perfectly aligned with the KS3 National Curriculum, this presentation is an ideal tool for teachers looking to build a solid foundation in probability for their students. Whether used for introducing new concepts or reinforcing key ideas, this resource makes learning probability interactive, clear, and enjoyable. Boost your students’ confidence in probability with this essential classroom tool!
Transform your classroom into a hub of interactive learning with this dynamic 18-slide PowerPoint presentation, designed specifically to help students master the calculation of surface areas for 3-D shapes with curved faces, including cylinders, cones, and spheres. This resource not only breaks down complex concepts into easy-to-understand steps but also engages students with clear visuals and real-world examples. Perfect for teachers looking to enhance their lesson plans with a structured, yet flexible tool that caters to diverse learning styles and keeps students motivated and confident in their math skills.
POwer point presentation, 9 slides explaining how to write the vector equation of a line passing through two points, along with the parametric equations and the Cartesian equations, based on the Analysis and approaches Higher level IB Syllabus.
