RevisionPrep FAQ
Common Mistakes in MYP Maths Assessments
Answered by RevisionPrep's IB Educators
Marking hundreds of MYP 4-5 Maths papers a year, I see the same errors on repeat. Most aren't about maths ability — they're about how students read criteria and show their reasoning. Here's what actually loses marks, and how to stop it happening to you.
Difficulty & Grades
What are common mistakes in MYP Maths assessments?
The biggest mistakes are skipping working (Criterion A needs a clear method, not just an answer), ignoring command terms like 'justify' or 'explain', misreading which criteria a task assesses, and rushing investigations without stating a pattern or conjecture clearly. Most cost marks in reasoning, not calculation.
Quick checklist before you submit anything:
- Did you show every step, even ones that feel obvious?
- Did you answer the actual command term used (describe vs justify vs prove)?
- Did you state your pattern/rule in words, not just numbers?
- Did you check units and rounding against the question's context?
Why do I keep losing marks even when my answer is correct?
A correct final answer with no visible reasoning usually scores low on Criterion A (Knowing and Understanding) and Criterion C (Communicating), because MYP marks the process, not just the result. Examiners can't award marks for thinking they can't see — so an unexplained correct answer often scores the same as a wrong one with working shown.
I tell every student I teach: treat your working like you're explaining it to someone who's never seen the problem. Write the formula before you substitute, name the rule you're using (e.g. 'using the cosine rule'), and state your final answer in a full sentence with correct units.
Why did I lose marks on an investigation task even though my maths was right?
Investigation tasks (Criterion B) mark pattern-finding and generalisation, not just correct calculations. Students often compute several correct values but never state the rule algebraically, never test it on a new case, or skip justifying why the pattern holds. That's where most marks disappear — not in the arithmetic.
Common mistake: students find a numeric pattern (2, 4, 6, 8...) but never express it as a general rule () or test it against a case they haven't already used. Always: state the rule, test it, then justify why it works using the maths, not just 'because the numbers match'.
How to Study / Get a 7
How can I avoid careless mistakes in MYP Maths tests?
Careless errors — sign slips, misread numbers, wrong rounding — usually come from moving too fast between steps. Slow down at the substitution stage, re-read the question after you've answered it (not before), and always sanity-check your answer against the context: does a negative age or a 300% probability actually make sense?
3 habits that cut careless errors fast:
- Circle the command term and units before you start.
- Write one step per line — never combine two operations in your head.
- Re-read the original question last, and check your answer actually answers it.
How do I show enough working to get full marks?
Full marks on Criterion A require a logical, complete chain from question to answer: state the method or formula, substitute values clearly, show any intermediate calculation, then state the final answer with correct units in context. Skipping the formula line or jumping straight to a decimal answer is the single most common reason full marks slip away.
Worked example: Find the length of side where , , angle .
- State rule:
- Substitute:
- Calculate:
- Solve: cm
Each line earns a mark — jumping from step 1 to '6.24 cm' loses at least two.
What's the difference between Criterion A and Criterion C mistakes?
Criterion A (Knowing and Understanding) mistakes are about wrong method or missing steps in a calculation. Criterion C (Communicating) mistakes are about presentation — no labelled diagrams, inconsistent notation, missing units, or a final answer that isn't stated in a full sentence. Students often fix one and still lose marks on the other.
| Mistake type | Criterion affected | Fix |
|---|---|---|
| No working shown | A | Show every calculation step |
| Wrong formula used | A | Check formula matches the context |
| No units/labels | C | State units and label diagrams |
| Answer not in context | C | Write a full concluding sentence |
How should I prepare for MYP Maths eAssessment on-screen exams?
eAssessment mistakes are mostly about interface habits, not maths: students forget to type working into the response box, misuse the on-screen calculator, or run out of time because they didn't practise typing equations quickly. According to the IB, MYP eAssessments are marked from what's entered on-screen, so unwritten working earns nothing.
Practise past on-screen sample papers under timed conditions before the real thing — typing or a fraction takes longer than writing it by hand, and that habit has to be built in advance, not discovered mid-exam.
Exam & Syllabus
What command terms are most often misunderstood in MYP Maths?
'Justify' and 'explain' are the two most misunderstood: 'justify' needs a mathematical reason (a rule, a calculation, a counter-example), while 'explain' needs a clear description of why or how something works. Students frequently answer 'justify' questions with a description instead of a reasoned argument, which caps the mark at Criterion B or C's lower bands.
Other frequently confused pairs: 'describe' (state what you see) vs 'analyse' (break down and interpret); 'verify' (check using a specific case) vs 'prove' (show true for all cases using general reasoning).
How are MYP Maths assessments actually marked?
MYP Maths is marked against four criteria — A (Knowing and Understanding), B (Investigating Patterns), C (Communicating), and D (Applying Mathematics in Real-Life Contexts) — each scored out of 8, using best-fit judgement against task-specific clarifications, not a simple points tally. A student can be strong on A and D but weak on C if presentation is messy.
| Criterion | Focus | Common mistake |
|---|---|---|
| A | Method & calculation | Skipping steps |
| B | Patterns & generalising | No general rule stated |
| C | Communication | Missing units/labels |
| D | Real-life application | No context in conclusion |
Why did my child's MYP Maths grade drop between Year 4 and Year 5?
MYP 5 raises the bar on Criterion B and D — tasks expect more independent generalisation and real-world application, not just correct calculation. A student who scored well in Year 4 on procedure alone can drop a grade boundary in Year 5 if they haven't practised open-ended investigations and modelling tasks specifically.
This is one of the most common calls I get from parents. The fix isn't more drilling of routine questions — it's targeted practice on investigation-style and real-life-context tasks, which is exactly what Topical Worksheets on revisionprep.com are built around for MYP 4-5.
Comparisons & Choices
Do the same mistakes carry into DP Maths AA or AI?
Yes — students who skip working or misread command terms in MYP carry that habit straight into DP Maths AA or AI, where it costs even more because DP papers are marked with strict method marks (M1, A1) that require visible steps. Fixing the habit at MYP 4-5 saves real grief at DP level.
| Habit built in MYP | DP consequence |
|---|---|
| No working shown | Lost method marks (M1) |
| Ignoring command terms | Misjudging AA/AI paper demands |
| No units/context | Lost A1 marks for final answer |
Should my child use a calculator or non-calculator practice to fix these mistakes?
Both, deliberately split: calculator practice fixes real-life application and efficiency errors (Criterion D), while non-calculator practice exposes weak algebraic method and rounding habits that a calculator otherwise hides. Most MYP Maths courses assess both, so alternating between the two in revision is more useful than favouring one.
A simple split that works well: two sessions a week on calculator-based real-context problems, one session on pure non-calculator algebra and number work, reviewed against actual criterion-specific clarifications rather than just marking right or wrong.
Criterion-by-Criterion Common Mistakes
| Criterion | What it assesses | Typical mistake |
| A | Knowing & Understanding | No working, wrong method |
| B | Investigating Patterns | No general rule, no testing |
| C | Communicating | No units, messy notation |
| D | Applying in Real Life | No context in final answer |
For targeted practice on the exact criteria examiners mark, work through the MYP 4-5 Mathematics Topical Worksheets and Revision Notes on revisionprep.com.
