How IGCSE maths mark schemes work (4MA1 and 0580)

Edexcel 4MA1 and Cambridge 0580 mark schemes use the same few codes, with a handful of differences that cost marks if you miss them. This guide puts the two boards side by side, shows each code with an example of a mark gained and a mark lost, and ends with a routine for marking your own past papers. On IGCSE Math Revision, AI marking scores your working the same way, mark point by mark point.

The big idea

An IGCSE mark scheme splits each question into mark points, and each point is a yes-or-no decision about one line of your working. Edexcel 4MA1 and Cambridge 0580 write those points with nearly the same letters, so once you can read M1, A1 and B1 you can mark any IGCSE paper yourself. The two boards differ in a few places, shown below, and both reward a correct answer with no working unless the question asks for working.

Edexcel 4MA1 and Cambridge 0580 side by side

What you will seeEdexcel 4MA1Cambridge 0580
Method, accuracy, independent marksM, A, BM, A, B
A mark that needs an earlier oneAn A mark needs the M before itAn A mark needs the M before it; dep names any other mark a mark depends on
Follow-through from your own earlier answerftFT
Answer formsoe, cao, iswoe, cao, isw, nfww
Partial credit inside one awardB2 for … (B1 for …), M2 for … (M1 for …)The same pattern
Correct answer, no workingFull marks, unless the question asks for working or for algebraFull marks, unless the question requires a particular method
Accuracy when the question does not sayCheck the question's own instruction3 significant figures; angles in degrees to 1 decimal place
CalculatorAllowed on all four papers (1F, 2F, 1H, 2H)Not on Papers 1 and 2; a scientific calculator on Papers 3 and 4

The examples on this page are our own, written to show how each code works. They are not taken from a Pearson or Cambridge mark scheme.

M1 and A1: method, then accuracy

M1 A method mark for a correct method applied to the right numbers, even if an arithmetic slip follows.

A1 An accuracy mark for the correct value. It needs the M mark before it: a right answer from a wrong method scores nothing.

Example: solve 5x + 9 = 2x − 3. M1 for collecting the x terms on one side and the numbers on the other (3x = −12), A1 for x = −4.

✓ M1 A1 (2/2)
5x − 2x = −3 − 9 3x = −12 x = −4
✗ M1 A0 (1/2)
3x = −12 x = −3
The method is right, so M1 stays; −12 ÷ 3 is −4.
✗ M0 A0 (0/2)
7x = −12 x = −12/7
Moving 2x to the left without changing its sign is not a correct method.

B1, and B2 (B1 for …)

B1 A mark for a correct result on its own, with no method mark needed first: a value read from a graph, a bearing, a "write down" answer.

B2 Two marks for a fully correct answer. When the scheme writes B2 for … (B1 for …), it is one award with a partial-credit level: a nearly right answer gets B1, a fully right one gets both. M2 (M1 for …) works the same way.

Example: "Write 360 as a product of its prime factors." Suppose the scheme gives B2 for 2³ × 3² × 5 (B1 for the factors 2, 2, 2, 3, 3, 5 listed but not written as a product).

✓ B2 (2/2)
360 = 2³ × 3² × 5
Index form or 2 × 2 × 2 × 3 × 3 × 5: both are a product of primes.
B1 only (1/2)
2, 2, 2, 3, 3, 5
The right primes, but a list is not a product.

A correct answer with no working

Both boards give full marks for a correct answer on its own, with two exceptions: the question asks you to show your working or to use algebra (Edexcel), or it requires a particular method (Cambridge). A wrong answer with no working scores nothing, which is why a written line of working is worth the time: it is the only place a method mark can come from.

✓ Full marks
"Work out 15% of $240." $36
No working was asked for, and the answer is right.
✗ No marks
"Work out 15% of $240." $32
Had "0.15 × 240" been written, a slip would still have kept the method mark.

dep: a mark that depends on another

dep A mark that can only be given if an earlier mark, named in the scheme, was earned. It stops later steps being credited when they are built on a wrong start.

Example: find the turning point of y = x² − 8x + 3. M1 for dy/dx = 2x − 8, M1 dep for setting it equal to 0, A1 for (4, −13).

✓ M1 M1 dep A1
dy/dx = 2x − 8 2x − 8 = 0, x = 4 y = 16 − 32 + 3 = −13
✗ M0 M0 A0
x² − 8x + 3 = 0 …
Setting y to 0 is not differentiating, so the dependent mark goes too.

ft (FT): follow-through

ft A later mark earned by using your own earlier wrong value correctly. You lose a mark once, not again in every part that uses it. Follow-through applies only where the scheme allows it.

Example: (a) A coat costs $80. Work out 35% of $80. (b) The coat is reduced by 35%. Work out the sale price.

(a) ✗ A0
0.35 × 80 = 32
It is 28: a slip in the multiplication.
(b) ✓ ft
80 − 32 = $48
Correct use of their 32, so the mark in (b) is given.

cao, oe and isw

cao Correct answer only: no follow-through, and only the right value earns it.

oe Or equivalent: any equivalent correct form, such as 3/5, 0.6 or 60%, unless the question asks for one form.

isw Ignore subsequent working: once the correct answer is seen, an unnecessary extra step after it is not penalised.

✓ oe
P(red) = 6/10
Accepted for 3/5 when the question does not ask for the simplest form.
✗ Not isw
x = 5 or x = −5
Offering a second, wrong answer alongside the right one loses the mark.

nfww: not from wrong working (Cambridge 0580)

nfww The right answer earns the mark only if it did not come from wrong working. A correct answer reached by a wrong method is a coincidence, not mathematics.

Example: "Simplify 16/64."

✓ Mark given
16/64 = 1/4 (both divided by 16)
✗ nfww: no mark
16/64: cross out the 6s → 1/4
The answer is right, but the method is not, so the mark is withheld.

3 significant figures and premature rounding

On Cambridge 0580, an answer that is not exact goes to 3 significant figures, and an angle in degrees to 1 decimal place, unless the question says otherwise. On 4MA1, give the accuracy the question asks for. On both boards, rounding in the middle of a calculation can change the final figure and cost the last A mark.

Example: a circle has circumference 20 cm. Find its area.

✓ A1
r = 20 ÷ 2π = 3.183… A = π × 3.183…² = 31.83… = 31.8 cm²
The radius stays in the calculator.
✗ A0
r = 3.2 A = π × 3.2² = 32.2 cm²
Rounding r to 2 significant figures moves the answer.

Misreads (MR)

If you copy a number wrongly from the question and then work correctly with it, the method marks are usually still given, but the accuracy marks for the value are lost.

✓ Method kept
Question: 7.4 × 3.8 Copied as 7.4 × 3.6 = 26.64
A correct multiplication of the misread numbers.
✗ Accuracy lost
The answer should be 28.12
The A mark needs the question's own numbers.

SC: special case

SC A mark the scheme allows for one partly right route, for example a correct answer found by trial and improvement when the question asked for an algebraic method. It is worth less than the full method.

See every code in use: each of our IGCSE formula pages has 4MA1 and 0580 exam-style questions with the marks set line by line, and our summaries of the 4MA1 and 0580 examiner reports show where marks are most often lost. Practise on the real thing with the past papers and mark schemes.

Mark your own work: a 10-minute routine

  1. Change pen colour. Mark in green or red so your corrections stand out from your original attempt.
  2. Go point by point. For every mark point, tick it and write the code (M1, A1, B1…) next to the line that earned it — or cross it and write what was missing.
  3. Find the first lost mark. Write the correct next line underneath, in your marking colour.
  4. What Went Well (WWW): one sentence on what you did right, e.g. "set up the equation correctly".
  5. Even Better If (EBI): one sentence on the single change that would have gained the most marks.
  6. Log silly mistakes. Keep a running list: date, question, the slip, and the check that would have caught it. Patterns (sign errors, units, rounding) show up within a week.
DateQuestionSilly mistakeCheck that catches it
12 MarStraight lines Q4Moved 3x across without changing the signSubstitute a point back into my equation

Let the AI mark it point by point

Type or photograph your working and see exactly which mark points you gained and lost, linked to your own lines — with the next step and one tip.

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