Cambridge IGCSE Maths 0580 Help: Papers, Tiers, Accuracy

Q: How many papers are there in IGCSE Maths 0580?

Four papers exist and each candidate sits two. Core candidates take Paper 1 and Paper 3, and Extended candidates take Paper 2 and Paper 4. At each tier one paper bans calculators and the other requires one, and each is half the qualification.

Q: Is there a non-calculator paper in IGCSE Maths 0580?

Yes. The syllabus for 2025, 2026 and 2027 states that calculators are not allowed for Paper 1 and Paper 2. So every candidate, Core or Extended, sits one paper without a calculator.

Q: What is the highest grade on Core 0580?

Grade C. Core candidates are eligible for grades C to G, while Extended candidates are eligible for A* to E. A pupil who needs an A or A* must be entered for Extended.

Q: How long are the 0580 papers?

Paper 1 and Paper 3, the Core papers, are each 1 hour 30 minutes and 80 marks. Paper 2 and Paper 4, the Extended papers, are each 2 hours and 100 marks.

Q: How many significant figures should I give in 0580?

Three significant figures for non-exact answers, or one decimal place for angles in degrees, unless the question asks for something else. Cambridge also says not to round until the final answer, and to use pi from the calculator or 3.142.

Q: What is the difference between 0580 and 0980?

0980 is Cambridge IGCSE (9 to 1) Mathematics, graded with numbers instead of letters. The two cannot be taken in the same exam series, so check which code a school enters before choosing past papers.

Q: Can a home-educated child sit 0580?

Yes. The syllabus says private candidates can enter. The family finds an exam centre that accepts private candidates and makes the entry through that centre, which sets its own arrangements.

Q: Is IGCSE Maths 0580 hard?

It depends on the tier and on hand arithmetic. Extended papers put more than half their marks on analysing and communicating, which is harder than recalling methods, and the non-calculator paper exposes weak fractions and indices quickly.

Q: When do your 0580 classes run?

Weekdays or weekends, flexible: choose your batch, or for a very personalised plan choose 1-on-1 at your convenience, weekend mornings or weekdays. Every time is shown in UK time.

Q: Are you part of Cambridge International?

No. Modern Age Coders is an independent teaching company with no connection to Cambridge University Press and Assessment. We teach to the published syllabus and do not reproduce Cambridge papers.

The short answer

Cambridge IGCSE Mathematics 0580 is a two-paper qualification from Cambridge International. Core candidates sit Paper 1 (no calculator) and Paper 3 (calculator), each 1 hour 30 minutes and 80 marks, and can be awarded grades C to G. Extended candidates sit Paper 2 (no calculator) and Paper 4 (calculator), each 2 hours and 100 marks, and can be awarded A* to E. Each paper is half the qualification. Modern Age Coders teaches 0580 live online through our IGCSE Mathematics course, in a group of 15 to 20 or 1-on-1, and the first class is free.

Start here

Three courses that carry a 0580 candidate

Our IGCSE course is the main road. The other two sit either side of it: one rebuilds the base, one takes over after the June exams.

CI / 01

IGCSE Mathematics

Core and Extended 0580 content, with non-calculator practice built into every week.

Open the syllabus →

Middle School Mathematics Mastery course thumbnail

CI / 02

Lower Secondary Maths

For a Year 9 pupil whose fractions, negatives or algebra are not yet steady enough for Paper 2.

Open the syllabus →

CI / 03

A Level Maths

The next step after a strong Extended result, for pupils who want maths in the sixth form.

Open the syllabus →

The four papers

How is Cambridge IGCSE Maths 0580 structured?

Four papers exist, and every candidate sits exactly two of them: a non-calculator paper and a calculator paper at the same tier.

The 0580 syllabus for 2025, 2026 and 2027 says it plainly: "All candidates take two components." A Core candidate sits Paper 1 and Paper 3; an Extended candidate sits Paper 2 and Paper 4. The two papers at each tier are equal in length and in weight, so the non-calculator paper is worth exactly as much as the calculator one. Every paper mixes structured questions, split into parts such as (a) and (b)(i), with unstructured questions that leave the method to the candidate.

Cambridge IGCSE Mathematics 0580: the four components
Paper	Tier	Calculator	Time	Marks	Weight
Paper 1	Core	Not allowed	1 hour 30 minutes	80	50 per cent
Paper 2	Extended	Not allowed	2 hours	100	50 per cent
Paper 3	Core	Scientific calculator required	1 hour 30 minutes	80	50 per cent
Paper 4	Extended	Scientific calculator required	2 hours	100	50 per cent

Source: Cambridge IGCSE Mathematics 0580 syllabus for 2025, 2026 and 2027, version 3, sections 2 and 4, from the Cambridge International 0580 page.

Nine topics, one content list

The syllabus lists nine topics for every candidate: number; algebra and graphs; coordinate geometry; geometry; mensuration; trigonometry; transformations and vectors; probability; and statistics. Extended content contains all of Core plus further material, so an Extended candidate is examined on the whole of the Core list as well.

Cambridge states the content "is not presented in a teaching order", which leaves a school or a tutor to sequence it. Questions may also draw on more than one topic at once.

What goes into the exam room

For both tiers the syllabus asks for a pair of compasses, a protractor and a ruler. Tracing paper is allowed on all four papers, but candidates "cannot bring their own tracing paper but may request it during the examination."

For Papers 3 and 4 a scientific calculator is needed, and one with trigonometric functions is strongly recommended. Algebraic or graphical calculators are not permitted on any paper.

Core or Extended

Should my child sit Core or Extended 0580?

Cambridge ties the choice to the grade a pupil is expected to reach, and each tier has a ceiling or a floor.

The entry rule is written into the syllabus. Candidates "who are expected to achieve a grade D or below" should sit Core, Papers 1 and 3, and "will be eligible for grades C to G." Candidates expected to achieve a grade C or above should sit Extended, Papers 2 and 4, and "will be eligible for grades A* to E." The two ranges overlap only at C, D and E, which is where most entry arguments happen.

What each tier allows, from the 0580 syllabus
	Core (Papers 1 and 3)	Extended (Papers 2 and 4)
Intended for	Learners targeting grades C to G	Learners targeting grades A* to C
Grades available	C, D, E, F, G	A*, A, B, C, D, E
Highest possible grade	C	A*
Below the range	Ungraded, shown on the statement of results only	Ungraded, shown on the statement of results only
Knowledge and understanding (AO1)	60 to 70 per cent	40 to 50 per cent
Analyse, interpret and communicate (AO2)	30 to 40 per cent	50 to 60 per cent

The last two rows are easy to skip and they matter. On Core papers most marks reward recalling and carrying out a technique. On Extended papers more than half of the marks reward analysing a problem, choosing a strategy and communicating it, so an Extended pupil who can do every method in isolation can still struggle when the question does not say which method to use.

When Core is the honest entry

A pupil who is not yet secure on algebraic manipulation, and whose mock marks sit well below the Extended range, can do better on Core: a secure C is worth more than an Extended paper that ends below E and leaves the pupil ungraded.

A Core entry closes the door to A* to B in that series. Cambridge allows retakes of the whole qualification "as many times as they want to", so a later Extended entry remains possible.

When Extended is worth the stretch

Any pupil thinking about A level maths, sciences or a numerate sixth-form course needs grades that only Extended can give. Cambridge itself says candidates aiming for grades A* to C should study the Extended content.

The real question is whether the pupil can handle unstructured problems without a calculator. Our first class tests exactly that, with problems we wrote, before any family conversation with a school.

The accuracy rules

How many significant figures does IGCSE 0580 want?

Three, unless the question says otherwise, and the rounding has to wait until the very end.

For Papers 3 and 4 the syllabus gives one standing instruction: "Candidates should give non-exact numerical answers correct to 3 significant figures, or 1 decimal place for angles in degrees, unless a different level of accuracy is specified in the question." It then adds the sentence that decides accuracy marks: "To earn accuracy marks, candidates should avoid rounding figures until they have their final answer." Where a rounded answer is used again later in the question, the syllabus asks candidates to use the value before it was rounded.

Standing rules for 0580 answers, from section 4 of the syllabus
Rule	What the syllabus says	What it means in practice
Default accuracy	3 significant figures for non-exact answers	8.987 becomes 8.99; 0.0045218 becomes 0.00452
Angles	1 decimal place for angles in degrees	34.574° becomes 34.6°
Rounding	Avoid rounding until the final answer	Keep the full calculator value, or store it in memory
Reused answers	Use the value before it was rounded	Part (b) starts from the unrounded part (a) answer
Pi	The value from the calculator or 3.142	Not 3.14, which can shift the third figure
Working	Show all necessary working in the spaces provided	A bare answer risks every method mark

Paper 1 and Paper 2 exclude the calculator topic itself, which the syllabus numbers C1.14 and E1.14. Everything else, including estimation, standard form, surds at Extended and the recall of "certain squares, cubes and roots" that version 1 of the syllabus added to Core, can be examined without a calculator. That is why we treat the two halves of 0580 as two different skills and practise them separately.

Command words that change what an answer must contain, from the 0580 command word list
Command word	Cambridge's meaning	How we teach it
Show (that)	"provide structured evidence that leads to a given result"	The answer is given; the marks are for every step that reaches it
Write down	"give an answer without significant working"	A signal that the answer should be quick, so stop and look for the shortcut
Determine	"establish with certainty"	A reason or calculation is expected, not a guess from a diagram
Explain	set out purposes or reasons, supported with relevant evidence	A sentence with a mathematical reason, not a restated answer
Sketch	"make a simple freehand drawing showing the key features"	Intercepts and turning points labelled; no plotting needed

Source: 0580 syllabus for 2025, 2026 and 2027, "Details of the assessment" and "Command words". The worked example below is ours.

Worked example, ours

What does an early rounding error actually cost?

A two-part problem we wrote at Extended calculator level, solved twice: once with the rounding rule, once without it.

Our problem. Triangle ABC has a right angle at B, with AB = 7.4 cm and BC = 5.1 cm. (a) Calculate AC. (b) A semicircle is drawn with AC as its diameter. Calculate the area of the semicircle.

Part (a), by Pythagoras: AC² = 7.4² + 5.1² = 54.76 + 26.01 = 80.77, so AC = 8.987213... cm. The answer line takes 8.99 cm, correct to 3 significant figures.
Part (b), the careful way: the radius is AC ÷ 2, so the semicircle's area is π × (AC ÷ 2)² ÷ 2. Since AC² is exactly 80.77, this equals π × 80.77 ÷ 8 = 31.718... cm², which is 31.7 cm².
Part (b), the careless way: starting from the rounded 8.99 gives π × 4.495² ÷ 2 = 31.737... cm², which also rounds to 31.7. Here the slip happens to survive.
Now change one instruction: ask for the area of the full circle on diameter AC. Unrounded, π × 80.77 ÷ 4 = 63.4366..., so 63.4 cm². From the rounded 8.99, π × 4.495² = 63.4759..., so 63.5 cm². The third figure has moved, and the accuracy mark goes with it.
The habit that prevents it: keep AC² = 80.77 or the full calculator value in memory, write the rounded 8.99 on the answer line for part (a), and never type 8.99 back in.

The lesson is not that rounding always loses marks. It is that the loss is unpredictable, which makes it impossible to check for in the exam room. A pupil who always carries the stored value never has to wonder. We drill it until reaching for the memory key is automatic, because the syllabus rule is the same on every calculator paper.

Without a calculator

How do you prepare for the 0580 non-calculator paper?

By treating it as its own subject: exact values, index laws and surds done by hand, quickly, with a check at the end.

Our second example, Extended non-calculator level. (a) Work out 8^2/3 × 16^−1/4. (b) Simplify (√45 + √20) ÷ √5.

Part (a), index laws

A fractional power is a root followed by a power. 8^1/3 = 2, so 8^2/3 = 2² = 4. A negative power is a reciprocal: 16^1/4 = 2, so 16^−1/4 = 1/2.

The product is 4 × 1/2 = 2. The check: both numbers are powers of 2, so the whole expression is 2² × 2⁻¹ = 2¹.

Part (b), surds

Split each root around a square factor: √45 = √9 × √5 = 3√5, and √20 = √4 × √5 = 2√5. Together they make 5√5.

Dividing by √5 leaves 5. An integer answer from a surd expression is a common sign that the working is right.

Six practice questions, written by us at 0580 level (answers checked in Python)
#	Our question	Paper type	Answer
1	Work out 2¼ ÷ 3/8.	Non-calculator, Core	6
2	Work out (6 × 10⁵) × (4 × 10⁻²), giving the answer in standard form.	Non-calculator, Core	2.4 × 10⁴
3	Solve the inequality 3x − 7 < 11 + x.	Non-calculator, Core	x < 9
4	A colony of 250 birds grows by 4 per cent each year. How many birds are there after 3 years, to the nearest whole bird?	Calculator, Core	281
5	Find the acute angle x when sin x = 0.62.	Calculator, Core	38.3°
6	Rationalise the denominator of 6 ÷ √3.	Non-calculator, Extended	2√3

Question 3 is there on purpose. Inequalities were added to the Core content when the syllabus was revised for first examination in 2025, along with the recall of certain squares, cubes and roots. Some textbooks written for the earlier syllabus do not cover them at Core, so a Core pupil using an older book can meet them for the first time in the exam.

Both examples and all six questions are ours, written for this page on 31 October 2026. They are practice at the level of the syllabus, not Cambridge questions. Specimen papers and the full syllabus are on the Cambridge 0580 page; schools hold past papers through Cambridge's School Support Hub.

Entries and series

When can 0580 be sat, and what has changed?

Two series a year in the UK, a syllabus that runs to 2027, and a successor for 2028 to 2030 that changes nothing teachers need to reteach.

Practical facts for families, from the 0580 syllabus documents
Question	Answer from Cambridge
Exam series	June and November; schools in India can also enter candidates in March
Timetable	Each of six administrative zones has its own timetable, published on the Cambridge site
Private candidates	"Private candidates can enter for this syllabus."
Cannot combine in one series with	Cambridge IGCSE (9 to 1) Mathematics 0980, IGCSE International Mathematics 0607, O Level Mathematics 4024
Retakes	The whole qualification can be retaken as many times as a candidate wants
Teaching time	Designed around 130 guided learning hours, for guidance only
Syllabus for 2028, 2029 and 2030	"There are no significant changes which affect teaching."

The 0980 exclusion catches some UK families out. 0980 is the version of the same content graded 9 to 1, used by schools that want numbered grades; it cannot be sat alongside 0580 in the same series. A pupil switching schools in Year 10 should check which code the new school enters before relying on any past papers.

Version changes inside 2025 to 2027

Version 2, published February 2024, clarified the term prism, the expectations for reciprocal and exponential graphs in E2.11, and the word random in probability. Version 3 adjusted text alignment only.

None of these changes the papers. The syllabus still tells families to "Check you are using the syllabus for the year the candidate is taking the exam."

What the 2025 revision removed from Core

Adding and subtracting vectors, multiplying a vector by a scalar, and data collection all left the Core content when the syllabus was revised. Cambridge expects data collection to stay part of a course, but it is no longer examined.

A Core pupil can therefore set aside some older Core questions on vector arithmetic. An Extended pupil cannot: vectors remain in Extended content.

Home-educated families entering 0580 as private candidates should read our IGCSE maths tuition page for the wider choice between boards, and the home-education coding page for the computing side. For pupils weighing 0580 against the English GCSE, GCSE Foundation against Higher shows how the other tier system works.

Progression

Four rungs from Year 9 to the exam series

Each rung has a test we can run in class. A pupil moves up when the test is passed, not when the calendar says so.

What a 0580 candidate should be able to do at each stage
Rung	Typical timing	What should be true
1. Number by hand	Year 9 or early Year 10	Fractions, negatives, percentages and standard form done accurately without a calculator
2. Algebra as a tool	Year 10	Rearranging, factorising and solving equations and inequalities without prompts
3. Full tier content	Late Year 10 into Year 11	Every topic of the entered tier taught, including Extended vectors, functions and trigonometry where relevant
4. Paper discipline	Final two terms	Timed papers with the 3 significant figure rule, stored values and every step of working shown

Rung one decides Paper 1 or 2

Half the qualification is sat without a calculator, so weak hand arithmetic costs marks on every non-calculator question, not just the number ones.

Pupils who enjoy patterns may also like the coding roadmap, which uses the same number sense.

Rung four is short but not optional

A few weeks of disciplined practice protects accuracy marks across both papers.

Lessons ease off in the weeks of the June or November series.

The catalogue

Nine courses around an IGCSE year

Grouped by what they do for a 0580 candidate. The free first class tells us where to start.

I

The IGCSE itself

Core and Extended

UK / CI1 / 01

IGCSE mathematics

The 0580 content at either tier, taught in the order a pupil can build on.

Open the syllabus

UK / CI1 / 02

Lower secondary maths

Fractions, ratio and early algebra rebuilt before IGCSE starts.

Open the syllabus

UK / CI1 / 03

Statistics and probability

Cumulative frequency, histograms and probability trees in more depth.

Open the syllabus

II

Hand calculation

For Papers 1 and 2

UK / CI2 / 01

Mental maths

Fast, reliable number facts for younger siblings and late starters.

Open the syllabus

UK / CI2 / 02

Vedic maths

Calculation shortcuts for pupils who like spotting structure.

Open the syllabus

UK / CI2 / 03

Maths through coding

Sequences, graphs and probability explored in Python.

Open the syllabus

III

After the IGCSE

For confident Extended pupils

UK / CI3 / 01

A level maths

Pure, mechanics and statistics, the usual next step after Extended.

Open the syllabus

UK / CI3 / 02

A level further maths

For pupils who already know maths will be their main subject.

Open the syllabus

UK / CI3 / 03

Competition mathematics

Unstructured problems of the kind that reward Extended reasoning.

Open the syllabus

How classes run

Two skills, practised separately

Weekdays or weekends, flexible: choose your batch, or for a very personalised plan choose 1-on-1 at your convenience, weekend mornings or weekdays. Teachers are based in India, which keeps one clock all year, so every class is booked and shown in UK time.

After school

The usual choice in Years 10 and 11.

Evening

For pupils with sport or music after school.

Weekend morning

Long enough to sit a full Paper 2 or Paper 4 under time.

Hand-arithmetic warm-ups

Ten minutes of fractions, indices and surds by hand at the start of most classes.

Stored values

Calculator work done with the memory key, so the third figure never drifts.

Command words

Show, determine and write down read as instructions, with the working they demand.

Tier evidence

Regular checks on unstructured problems, so the Core or Extended decision rests on evidence.

Syllabus-year check

Practice matched to the 2025 to 2027 syllabus, not an older content list.

Group or 1-on-1

A group of 15 to 20 at one tier, or one teacher for one pupil.

Student work

Things our students have built in class

Ordinary class work, none of it assessed for any exam. Many more pieces are collected in student labs.

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Fees

Fees for IGCSE 0580 classes

A single monthly fee, shown in US dollars for families outside India. The first class costs nothing, and billing starts only after a course and a weekly time are agreed.

Free first class

USD 0

no card required

A first class on 0580 content at the likely tier
A plain view of Core against Extended
A phone number is all we need to book

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Group batch

USD 100

a month, billed in US dollars

A group of 15 to 20 at one tier
One teacher across Years 10 and 11
Non-calculator practice every week
Lighter weeks during each exam series

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One to one

USD 150

a month, billed in US dollars

One teacher for one pupil
Paced to the pupil's own entry and series
Suits a pupil moving from Core to Extended

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Questions about 0580

What families ask about IGCSE Maths 0580

How many papers are there in IGCSE Maths 0580?

Four papers exist and each candidate sits two. Core candidates take Paper 1 and Paper 3, and Extended candidates take Paper 2 and Paper 4. At each tier one paper bans calculators and the other requires one, and each is half the qualification.

Is there a non-calculator paper in IGCSE Maths 0580?

Yes. The syllabus for 2025, 2026 and 2027 states that calculators are not allowed for Paper 1 and Paper 2. So every candidate, Core or Extended, sits one paper without a calculator.

What is the highest grade on Core 0580?

Grade C. Core candidates are eligible for grades C to G, while Extended candidates are eligible for A* to E. A pupil who needs an A or A* must be entered for Extended.

How long are the 0580 papers?

Paper 1 and Paper 3, the Core papers, are each 1 hour 30 minutes and 80 marks. Paper 2 and Paper 4, the Extended papers, are each 2 hours and 100 marks.

How many significant figures should I give in 0580?

Three significant figures for non-exact answers, or one decimal place for angles in degrees, unless the question asks for something else. Cambridge also says not to round until the final answer, and to use pi from the calculator or 3.142.

What is the difference between 0580 and 0980?

0980 is Cambridge IGCSE (9 to 1) Mathematics, graded with numbers instead of letters. The two cannot be taken in the same exam series, so check which code a school enters before choosing past papers.

Can a home-educated child sit 0580?

Yes. The syllabus says private candidates can enter. The family finds an exam centre that accepts private candidates and makes the entry through that centre, which sets its own arrangements.

Is IGCSE Maths 0580 hard?

It depends on the tier and on hand arithmetic. Extended papers put more than half their marks on analysing and communicating, which is harder than recalling methods, and the non-calculator paper exposes weak fractions and indices quickly.

When do your 0580 classes run?

Weekdays or weekends, flexible: choose your batch, or for a very personalised plan choose 1-on-1 at your convenience, weekend mornings or weekdays. Every time is shown in UK time.

Are you part of Cambridge International?

No. Modern Age Coders is an independent teaching company with no connection to Cambridge University Press and Assessment. We teach to the published syllabus and do not reproduce Cambridge papers.

Can you guarantee an A* in 0580?

No, and nobody honestly can. We can teach the full Extended content, train accuracy and non-calculator speed, and tell you plainly how far a pupil is from the grade they want.

Elsewhere on this site

More for IGCSE families

Other boards, the next qualification, and computing alongside maths.

IGCSE maths tuition online

An overview across Cambridge and Edexcel, for families still choosing.

A level maths tuition online

Where a strong Extended result usually leads.

Cambridge IGCSE Computer Science

The computing syllabus many 0580 pupils take in the same years.

Coding for home-educated children

For families teaching at home and entering private candidates.

Maths olympiad training

Problem solving beyond the syllabus for keen Extended pupils.

Coding classes in the UK

Every UK page on this site, gathered in one place.

Related pages in this guide

Part of the guide: UK maths exam boards and specification codes

International GCSE and Cambridge International

GCSE maths

A level maths and further maths

Scotland

International Baccalaureate

More guides: UK maths year by year, Reception to Year 11 · UK selective school maths tests: 7+, 11+, 13+ and 16+ · UK university admissions: maths tests and computing applications · UK maths enrichment, competitions and able pupils

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Book a free 0580 class

Leave a number and we will call at a UK time that works for you. The class uses our own 0580-level problems, with and without a calculator, and ends with a view on the tier.

Prefer to look around first? Each course page lists its full syllabus, how we teach describes a typical class, and student labs shows work by our students.

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Three courses that carry a 0580 candidate

IGCSE Mathematics

Lower Secondary Maths

A Level Maths

How is Cambridge IGCSE Maths 0580 structured?

Nine topics, one content list

What goes into the exam room

Should my child sit Core or Extended 0580?

When Core is the honest entry

When Extended is worth the stretch

How many significant figures does IGCSE 0580 want?

What does an early rounding error actually cost?

How do you prepare for the 0580 non-calculator paper?

Part (a), index laws

Part (b), surds

When can 0580 be sat, and what has changed?

Version changes inside 2025 to 2027

What the 2025 revision removed from Core

Four rungs from Year 9 to the exam series

Rung one decides Paper 1 or 2

Rung four is short but not optional

Nine courses around an IGCSE year

The IGCSE itself

IGCSE mathematics

Lower secondary maths

Statistics and probability

Hand calculation

Mental maths

Vedic maths

Maths through coding

After the IGCSE

A level maths

A level further maths

Competition mathematics

Two skills, practised separately

Hand-arithmetic warm-ups

Stored values

Command words

Tier evidence

Syllabus-year check

Group or 1-on-1

Things our students have built in class

NutriLife

Misti

GuardianX

SkyCast

Fees for IGCSE 0580 classes

Rated 4.9 across 547 Google reviews

What families ask about IGCSE Maths 0580

How many papers are there in IGCSE Maths 0580?

Is there a non-calculator paper in IGCSE Maths 0580?

What is the highest grade on Core 0580?

How long are the 0580 papers?

How many significant figures should I give in 0580?

What is the difference between 0580 and 0980?

Can a home-educated child sit 0580?

Is IGCSE Maths 0580 hard?

When do your 0580 classes run?

Are you part of Cambridge International?

Can you guarantee an A* in 0580?

More for IGCSE families

IGCSE maths tuition online

A level maths tuition online

Cambridge IGCSE Computer Science

Coding for home-educated children

Maths olympiad training

Coding classes in the UK

Related pages in this guide

International GCSE and Cambridge International

GCSE maths

A level maths and further maths

Scotland

International Baccalaureate

Book a free 0580 class

Want a class sooner? Book a priority demo

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