IGCSE Add Math Exam Guide
Is Add Math Hard? What Makes 0606 Difficult (and Manageable)
Written by Teacher Rig
8 years teaching IGCSE Add Math · Updated 12 June 2026
Yes, Add Math is hard, pretending otherwise would tell you we’ve never taught it. But how it’s hard matters enormously, because 0606’s particular kind of difficulty is the trainable kind. Here’s the honest anatomy.
Why it’s genuinely hard
The content is early A Level. Calculus, logarithms, trig identities, permutations, most 0606 material is mathematics that other students first meet at 17. Sixteen-year-olds are doing it alongside eight other IGCSEs.
It stacks. Quadratics feed into simultaneous equations, which feed into circle geometry; differentiation feeds into everything in the back half of the course. A wobbly fortnight in term one becomes a structural problem by term three. This is the real reason students “suddenly” struggle, the gap was old.
The exam is unforgiving by design. Single tier, two compulsory papers, one non-calculator. No question choice, no Core cushion, and since 2025 no calculator on Paper 1, manual algebra under time pressure exposes every weak foundation.
Questions chain techniques. A typical question runs three steps deep across two topics. Knowing each piece isn’t the same as seeing the route, that’s a separate, practised skill.
Why it’s more manageable than its reputation
Here’s what the “hardest IGCSE” framing misses: 0606 is method-heavy, and methods are learnable. The question types repeat session after session, the same identity-proof routine, the same stationary-points recipe, the same discriminant setups. Compare that with subjects requiring original essays or unseen comprehension: Add Math difficulty responds to drilling in a way few subjects do.
It is also generously marked for process: most marks are method marks, so a student with sound routines keeps most of a question even with an arithmetic slip. And grade thresholds reflect the single-tier stretch, the percentage needed for respectable grades is lower than parents assume.
What separates outcomes, in 8 years of teaching this subject, has never been talent. The strugglers share missing foundations and unsupervised working habits; the A* students share volume of marked practice. Same curriculum, different process.
The topics that cause the most trouble
In rough order of how often they bring students to us: trig identity proofs (“where do I even start?”), connected rates of change, P&C word problems (which formula?), relative velocity, the R-formula, and modulus inequalities. Every one of them is a routine topic, frightening unstructured, mechanical once the method is drilled. None of them should decide whether you take the subject (that decision guide is here).
If you’re struggling right now
Diagnose before you grind. Three different problems masquerade as “Add Math is too hard”:
- Foundation gaps (algebra, surds, fractions, now assumed knowledge) → fix the foundations first; more Add Math practice on sand helps nothing.
- Method gaps (content understood, routines absent) → targeted drilling per topic, exactly what the technique guides on this site exist for.
- Execution gaps (knows it at home, leaks marks in exams) → working habits and error-logging, trained through marked past papers.
A specialist can tell which one it is within an hour of watching a student work, that diagnosis is literally what our free 1-hour trial class does, and you keep it whether or not you continue. Message Teacher Rig on WhatsApp to book one.