Small-group classes in Sengkang for international school students taking Cambridge IGCSE Mathematics (0580), Core or Extended. Groups are forming now for weekday evenings and Sunday, and every student starts with a free diagnostic. We teach for the papers your child will actually sit, including the two non-calculator papers that trip up so many students.
If your child is in Grade 10 or 11 (Year 10 or 11 in British-system schools) and will sit Cambridge IGCSE Mathematics 0580, this class is built for them. Each topic is taught in the order and depth the 0580 syllabus expects, then practised with Cambridge-style questions.
A lot of the content overlaps with the Singapore O Level syllabus that Jerome teaches every week, but the papers, the wording of the questions and the grading are different. We teach the IGCSE syllabus properly: Cambridge past papers, Cambridge mark schemes, Cambridge question styles.
Every 0580 candidate is entered for one of two tiers. The tier decides which two papers they sit, how much content they have to learn, and the highest grade they can be awarded. It is the single biggest decision of the two years.
The essential syllabus. Cambridge guides Core entry for students expected to finish around grade D or below. Grade C is the ceiling, so a student who masters every Core topic and one who scrapes through can end up with the same C.
Everything in Core plus a substantial extra layer, and longer papers (2 hours each, 100 marks each). Cambridge guides Extended entry for students expected to reach grade C or above. It is the only route to an A or A*.
Extended is not a harder version of the same questions. It is the Core syllabus plus genuinely new material, which is why moving a student up mid-course takes planning rather than optimism.
| Topic area | Extra content on Extended |
|---|---|
| Number | Surds, fractional and negative indices, recurring decimals as fractions, exponential growth and decay, reverse percentages |
| Algebra and graphs | Algebraic fractions, completing the square, the quadratic formula, one linear and one non-linear simultaneous equation, inequality regions, functions including composite and inverse, differentiation and turning points |
| Coordinate geometry | Gradient from two points, length and midpoint of a line segment, perpendicular lines |
| Geometry | The full set of circle theorems, including the alternate segment theorem, similarity in three dimensions, plane symmetry of solids |
| Mensuration | Frustums, and major and minor sectors |
| Trigonometry | Sine and cosine rules, area as ½ab sin C, exact values, the sine, cosine and tangent graphs, solving trigonometric equations, trigonometry in three dimensions |
| Transformations and vectors | Combined transformations, negative scale factors, vector addition and magnitude, position vectors, vector proofs |
| Probability | Set notation, combined events without replacement, conditional probability from Venn and tree diagrams |
| Statistics | Quartiles and interquartile range, mean of grouped data, modal class, cumulative frequency curves, histograms with frequency density |
The school enters the candidate, and that decision is usually made from predicted grades rather than by the family. It is still worth understanding, because it is reversible up to a point, and because the two tiers need different preparation.
A Level or IB Diploma maths assumes the Extended material, especially algebra, functions and trigonometry. A student capable of a C or better is usually better served by Extended, even at the cost of a harder two years.
A student who is genuinely struggling can gain more from a secure C on Core than from a D or E on Extended, and a weak Extended candidate can finish below grade E. Confidence matters, and so does the rest of the timetable.
Not sure which tier your child is on, or whether they should move up? Send us a recent paper. We'll mark it free of charge, tell you honestly which tier fits, and say what would have to change for a move up to be realistic.
Half the marks come from a paper where calculators are not allowed. Students who lean on their calculator in class often lose marks here, so we train mental and written methods from the start.
| Paper | Tier | Calculator | Time · Marks |
|---|---|---|---|
| Paper 1 | Core | NO CALCULATOR | 1h 30m · 80 |
| Paper 3 | Core | CALCULATOR | 1h 30m · 80 |
| Paper 2 | Extended | NO CALCULATOR | 2h · 100 |
| Paper 4 | Extended | CALCULATOR | 2h · 100 |
All nine content areas of the Cambridge 0580 syllabus, for both tiers:
IGCSE is a two-year course. The two years need different things, so the classes are run differently.
The same three-stage approach we use for every Scholar Space class, applied to the IGCSE papers.
We start with why a method works. Students who understand the idea can handle an unfamiliar Cambridge question instead of freezing.
Guided practice in a small group, including our interactive maths games, so mistakes are spotted and fixed in the lesson.
Timed questions in the style of Papers 1–4, so exam day feels familiar and there's time left to check.