IGCSE Maths 0580 · Strategy
How to get an A* in IGCSE Maths 0580
Updated · by the Fahmazing team
An A* in IGCSE Maths is not about being a genius. It is about losing very few marks: knowing every topic on the Extended syllabus, working without a calculator when you have to, and never throwing marks away on rounding or careless signs.
This guide gives you the strategy, the rules examiners mark by, and a weekly routine you can start today.
Step one: make sure you sit the Extended papers
Only the Extended tier can give you an A*. Extended candidates sit Paper 2 (non-calculator) and Paper 4 (calculator). Each paper is 2 hours and worth 100 marks. The Core tier (Papers 1 and 3) is capped at grade C, however well you do.
Extended candidates can get grades A* to E, so talk to your teacher early if you are not sure which tier you are entered for.
Take the non-calculator paper seriously
Paper 2 is half of your maths marks on paper, and many strong students lose their A* here. Fractions, negative numbers, standard form, surds and exact trig values all have to be done by hand.
- Practise fraction and decimal arithmetic until it is automatic.
- Learn the exact values of sin, cos and tan for 30°, 45° and 60°.
- Get used to leaving answers as fractions, surds or in terms of π when you cannot simplify further.
- Do at least one timed non-calculator set every week.
Free lessons: The four operations · Fractions, decimals and percentages · Surds · Exact trigonometric values
Learn the accuracy rules
A correct method with a badly rounded answer can still lose the final mark. These are the rules from the syllabus:
- Give non-exact answers to 3 significant figures, or 1 decimal place for angles, unless the question says otherwise.
- Never round in the middle of a calculation. Keep the full calculator value and round only at the end.
- Use the π key or 3.142, not 3.14.
- "Exact value" means leave π or a surd in your answer.
- Never mix fractions and decimals in one answer.
Rounding too early
✗ Wrong: Part (a): x = √6 = 2.4. Part (b): x³ = 2.4³ = 13.8
✓ Right: Part (a): x = √6 = 2.449… = 2.45 (3 s.f.). Part (b): use the stored value, x³ = 2.449…³ = 14.7
Free lessons: Estimation · Using a calculator
Know where the marks are
On the Extended papers, algebra runs through almost everything: solving equations, rearranging formulas, quadratics, functions, sequences and graphs. If algebra is slow or shaky, every other topic suffers.
Beyond algebra, make sure you are secure in the topics that separate A from A*: the sine and cosine rules, circle theorems with reasons, vectors, conditional probability, histograms, bounds and differentiation.
Free lessons: Algebraic manipulation · Quadratic equations · Non-right-angled triangles · Circle theorems I · Vector geometry · Histograms · Differentiation
Show your working, every time
Method marks are given for correct working even when the final answer slips. If the question says "show your working", a bare correct answer may not get full marks. Write each step on its own line so the examiner can follow it.
Tip: In a "Show that" question the answer is already printed. All the marks are for the working that gets you there, so write one more figure of accuracy than the answer shows.
Use past papers the right way
- Start with single topics: do every question on one topic from several papers.
- Move on to full papers under timed conditions: 2 hours, no notes, the correct calculator rule.
- Mark strictly using the mark scheme. Count method and accuracy marks separately.
- Write every lost mark in an error log: the topic, what went wrong, and the correct method.
- Redo the questions from your error log a week later without looking.
Check before you move on
- Does the answer make sense? A probability above 1, a negative length or a 20 m tall person means something went wrong.
- Substitute your solution back into the equation.
- Estimate first: round each number to 1 significant figure and check your answer is close.
- Reread the question: did it ask for the discount or the sale price? x or y? Both?
Free lesson: Estimation
Questions students ask
What percentage do you need for an A* in IGCSE Maths 0580?
Cambridge sets grade thresholds after each exam series, so they change every time. As a rough guide, an A* usually needs a mark somewhere in the 80s per cent across Papers 2 and 4. Aim to lose as few marks as possible rather than chasing a fixed number.
Can I get an A* on the Core tier?
No. Core candidates (Papers 1 and 3) can get grades C to G only. For an A*, A or B you must sit the Extended papers, Paper 2 and Paper 4.
Is the non-calculator paper harder?
Not always, but it is less forgiving. Arithmetic slips cost marks and you need exact answers with fractions, surds and π. Regular practice without a calculator fixes this quickly.
How many past papers should I do?
Quality matters more than number. A full paper marked strictly, with every lost mark logged and redone, is worth more than three papers rushed. Most A* students do many timed papers in the final months.
Are formulas given in the exam?
A list of formulas is printed on page 2 of each paper, but not every formula is on it. The syllabus says which ones you must learn, such as speed, distance and time.