Attention: All those Students who want grades of B to A* in Mathematics
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If you complete the lessons, practice the questions, and review your answers, you will see your grades improve as you work through real past exam papers.
Dear parent!
You see your child struggling with math, and it breaks your heart. The frustration, the tears, the self-doubt—it’s exhausting for both of you.
You’ve tried helping, but the methods have changed, and you don’t want to confuse them even more. Private tutoring? It’s expensive, and progress feels slow.
You just want your child to feel confident, keep up with math, and actually enjoy learning… without the constant battles over homework.
What if I told you there’s a way for your child to master math, gain confidence, and even start loving it—without the stress, frustration, or sky-high tutoring fees?
Hi, I'm Joseph Kasidhi!
I know exactly what it feels like to struggle with math. A long time ago when I was a student myself, I often found myself staring at complex problems, feeling frustrated and unsure of where to start. I saw bright classmates breeze through equations while I wrestled with formulas that never seemed to make sense. But that struggle led me to a realization—math isn’t about natural talent, it's about the right approach.
As a teacher in both Kenya and the UK, I’ve met countless students who share the same frustration. I’ve seen intelligent, hardworking learners lose confidence because they just couldn’t crack the code of math. And the worst part? Many of them had been trying their best—watching endless YouTube tutorials, attending extra lessons, and spending hours on practice papers—only to end up more confused than before.
The problem isn’t a lack of effort. The problem is that most math teaching methods focus on memorization instead of understanding. That’s why I created a comprehensive mathematics course based on the Cambridge and IGCSE syllabus. My goal is to help students not only master math but also achieve high grades and open doors to top universities worldwide.
If you've ever felt stuck, frustrated, or like math just isn’t your thing, I want you to know that there’s a way forward. And I’m here to show you how..
INTRODUCING
No matter where you are in your math journey, this extended IGCSE Mathematics course is designed just for you—to build your confidence, strengthen your skills, and help you achieve the grades you deserve..
This extended IGCSE Mathematics course provides a clear, structured approach to mastering math, with step-by-step lessons, practice questions, and real past paper practice—giving students the confidence and skills to improve their grades and excel in exams.
Unlike other math courses or private tutors that offer generic lessons, our Extended IGCSE Mathematics Course is designed for real results and current emphasis on non calculator mathematics. Here’s why it’s different—and better:
WHAT THEY ARE SAYING
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Best Investment
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So much value
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I was sceptical at first, but this product exceeded my expectations. Updates are seamless, and it’s saved me so much time and money.
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Learn anytime, anywhere, at your own speed—no pressure, no deadlines.
Replay lessons as many times as you need until everything clicks.
Access and save worksheets, practice questions, and past papers for offline study.
Inside the Course Modules
This is a brief summary of the Modules inside the course.
This extended IGCSE Mathematics course provides a clear, structured approach to mastering math, with step-by-step lessons, practice questions, and real past paper practice—giving students the confidence and skills to improve their grades and excel in exams.
Basic operations: Integers, decimals, fractions, and mixed numbers.
Number properties: Factors, multiples, prime numbers, LCM, HCF.
Square numbers, cube numbers and their roots: List the first few of each.
Indices and surds: Laws of indices, simplifying surds.
Standard form: Writing and interpreting numbers in standard form.
Approximations: Rounding, significant figures, and decimal places.
Ratio, proportion, and percentages: Sharing in a ratio, direct and inverse
proportion, percentage change, profit/loss, and compound interest.
Sets: Basic set theory concepts, Venn diagrams, union, intersection, and complement.
Number sequences: Arithmetic and geometric progressions, finding terms and sums.
Expressions and formulas: Simplifying, expanding brackets, and factorization.
Linear equations and inequalities: Solving single-variable and simultaneous
equations.
Quadratic equations: Solving by factorization, completing the square, and the
quadratic formula.
Graphs: Plotting linear, quadratic, cubic, reciprocal, exponential, and trigonometric
graphs. Using graphs to solve equations.
Functions: Understanding function notation, domain, range, composite, and inverse
functions.
Algebraic manipulation: Polynomials, algebraic fractions, and simplifying
expressions.
Inequalities: Solving linear and quadratic inequalities and representing them
graphically.
Simultaneous equations: Solving algebraically and graphically (linear-linear, linear-
quadratic).
2D Shapes: Angles, triangles, quadrilaterals, and polygons.
Congruence and similarity: Properties of congruent and similar shapes.
Circles: Circle theorems and tangent properties.
Mensuration: Area, perimeter, surface area, and volume of 2D and 3D shapes.
Coordinate geometry: Midpoint, gradient, and equation of a line.
Trigonometric Ratios: Sine, cosine, tangent, and their applications to right-angled and non-
right-angled triangles (sine and cosine rules).
Exact Trigonometric values : for angles 30,45, 60 and 90
Bearings and navigation: Using compass directions and bearings in calculations.
Statistics: Data collection, presentation, and interpretation using tables, bar charts, pie
charts, histograms, and cumulative frequency curves.
Averages: Mean, median, mode, and range.
Basic probability: experimental and theoretical probability, mutually
exclusive events, and tree diagrams.
Combined events : Use of Tree diagrams and Venn Diagrams.
Reflection, rotation, translation, and enlargement.
Vectors: Representation, addition, subtraction, and multiplication by a scalar.
Surds: Manipulation and Rationalisation
Differentiation: Differentiating simple polynomials, simple application of finding
equation of tangents and turning points.
Trigonometric Equations and Graphs.
Solve simple Trigonometric equations for values between 0 - 360
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How to Use This Training
Your Path to Math Success
Getting started is simple! Follow these steps to make the most of this course and see real improvement in your grades:
Learn Step-by-Step – Follow clear, easy-to-understand lessons with videos and explanations that break down complex topics.
Practice & Review
Complete exercises, quizzes, and past paper questions while reviewing your answers to strengthen your understanding.
Master & Excel
Apply your skills to real exam questions, track your progress, and gain the confidence to achieve top grades!
Transform your math skills and exam results with the Extended IGCSE Mathematics Course—plus my guidance and free bonuses!
Yours Today for just $497 per module
This course is designed for students preparing for the Extended IGCSE Mathematics exam, whether they need help strengthening their skills, improving their grades, or building confidence in math.
Unlike private tutoring, which can be expensive and inconsistent, this course provides structured, step-by-step lessons, unlimited video replays, and practice exercises—allowing students to learn at their own pace and master concepts fully.
No problem! You can rewatch videos, redo exercises, and review detailed explanations until you fully understand each concept. Plus, downloadable resources help reinforce your learning.
Absolutely! The course includes past paper practice, exam-style questions, and step-by-step solutions to help you prepare effectively and improve your exam performance.
You get a full year of access, so you can study at your own pace, revisit lessons whenever needed, and prepare thoroughly for your exams!
Learn Math and gain the advantage you've always wanted.
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