Is the MYP Standard Mathematics eAssessment worth 100 or 120 marks?

The current MYP Standard Mathematics eAssessment is worth 100 marks. Older IB materials may show three tasks worth 40 marks each, producing a total of 120, but that reflects an earlier structure. Under the current structure, each task is normally worth approximately 31--35 marks and the three task totals combine to 100. Each of the four assessment criteria contributes 25 marks. Students and coordinators should use the current subject guide and session materials rather than relying on archived diagrams.

Does each task assess only one MYP Mathematics criterion?

No, the tasks are organized around a main criterion but are not completely restricted to it. Knowing and understanding principally assesses Criterion A, investigating patterns principally assesses Criterion B, and real-life application principally assesses Criterion D. Criterion C: Communicating is assessed across all three tasks. This means notation, representations, organization, and mathematical reasoning can affect marks throughout the examination. Students should therefore show clear working even when a question appears primarily computational.

Are calculators allowed in the MYP Mathematics eAssessment?

The on-screen mathematics examination provides digital tools appropriate to its questions, including calculator functionality. Students should learn to use those tools efficiently before the examination rather than discovering their controls under timed conditions. Calculator output does not replace mathematical communication, so essential substitutions and reasoning should still appear in the response. Students must also use conventional mathematical notation rather than copying unclear calculator syntax. Coordinators should familiarize candidates with the official examination interface and current IB instructions.

What topics can appear in MYP Standard Mathematics?

The examination can draw from the four branches of the MYP Mathematics framework: number, algebra, geometry and trigonometry, and statistics and probability. These branches are not necessarily tested in isolated blocks. One contextual problem could combine functions, measurement, graphical representation, and data analysis. Students should therefore practise making connections rather than revising every topic as a separate procedure. The exact examinable framework and school course plan should be checked against the current official subject documentation.

What mark is needed for a grade 7 in MYP Standard Mathematics?

There is no fixed mark that guarantees a grade 7 in every examination session. The IB sets session-specific grade boundaries after considering the demands of the examination, grade descriptors, candidate work, expert judgement, and statistical evidence. A boundary from a previous session can provide a rough reference for mock assessment, but it cannot determine a future result. Mathematics and Extended Mathematics can also have different boundaries because they are separate examinations. Coordinators should consult the official results documentation for the relevant session before reporting a confirmed boundary.

How should students divide their time across the three mathematics tasks?

Students should use the marks displayed in the examination as their main timing guide. With 120 minutes for 100 marks, the overall average is about 1.2 minutes per mark, although reading, tool use, and checking make exact allocation impractical. A difficult investigation or modelling response may deserve more time than a short calculation carrying the same apparent topic label. If a question becomes unproductive, students should preserve time for later marks and return if the interface permits. Full timed practice is the best way to develop a personal allocation that leaves several minutes for checking units, rounding, notation, and unanswered parts.

Back to all posts

MYP Standard Mathematics eAssessment Structure

MYP Standard Mathematics Assessment MYP IB Math IB Grading

Priyanka N.

• 11 Sept 2026•10

MYP Standard Mathematics eAssessment Structure

Join 650k+ students breezing through the IBReady to breeze through the IB?

MYP Standard Mathematics eAssessment Structure | RevisionDojo

Back to all posts

MYP Standard Mathematics eAssessment Structure

MYP Standard Mathematics Assessment MYP IB Math IB Grading

Priyanka N.

• 11 Sept 2026•10

The MYP Standard Mathematics eAssessment structure consists of one externally marked, on-screen examination lasting two hours. It is worth 100 marks and contains three overarching tasks: knowing and understanding, investigating patterns, and applying mathematics in real-life contexts. Across these tasks, four equally weighted assessment criteria contribute 25 marks each.

Success therefore requires more than correct numerical answers. Students must also investigate, justify, communicate, model, interpret, and evaluate mathematical results. It is also important to distinguish the external examination score from the classroom assessment total out of 32.

MYP Standard Mathematics eAssessment at a glance

The current official IB Mathematics subject brief identifies number, algebra, geometry and trigonometry, and statistics and probability as the main branches of MYP Mathematics.

Feature	Current structure
Assessment type	Externally marked on-screen examination
Duration	2 hours
Total marks	100
Overarching tasks	3
Criteria assessed	A, B, C and D
Weighting per criterion	25 marks, or 25%
Final subject grade	1 to 7
Grade boundaries	Set for each examination session

The examination is taken in MYP year 5 by registered eAssessment candidates. It is not a conventional paper divided into calculator and non-calculator sections. Students work with stimulus material, digital tools, and linked questions within the on-screen environment.

How the three mathematics tasks are organized

Each task normally carries approximately 31 to 35 marks, with all three combining to produce 100 marks.

Task	Main criteria	What students do
Knowing and understanding	A and C	Select methods, solve problems, and communicate working
Investigating patterns	B and C	Explore examples, identify patterns, formulate rules, and justify conclusions
Applying mathematics in real-life contexts	C and D	Model situations, interpret results, and evaluate validity

These are broad tasks rather than isolated topic sections. A real-life task, for example, might combine algebraic functions, graphical interpretation, measurement, units, and statistics.

Task 1: Knowing and understanding

This task primarily assesses Criterion A. Students select appropriate mathematics and apply it in familiar and unfamiliar situations. Questions may involve direct procedures, multi-step calculations, interpreting representations, or connecting several topics.

Criterion C is also assessed, so an unexplained calculator result may not receive every available mark. Students should show substitutions, equations, transformations, units, and essential reasoning clearly enough for an examiner to follow the method.

Task 2: Investigating patterns

This task primarily assesses Criterion B. Students may generate results, identify a relationship, express it as a general rule, and verify or justify that rule.

For the sequence 5, 8, 11, 14, recognizing a common difference of 3 is only an initial observation. A complete investigation might establish the general term a(n) = 3n + 2, verify it using known terms, and explain why it applies generally. Testing one value is not necessarily a sufficient justification.

Task 3: Applying mathematics in real-life contexts

This task primarily assesses Criterion D. Students translate a situation into mathematics, apply a model, obtain a result, interpret it in context, and consider whether it is reasonable.

If a model predicts a water depth of 4.638 metres, a strong response does not stop at the number. It gives an appropriately rounded value with units, explains its contextual meaning, and considers assumptions, limitations, or the model's valid domain.

How the four criteria are weighted

All four mathematics criteria contribute equally:

Criterion A: Knowing and understanding -- 25 marks. Select and apply suitable mathematics accurately.
Criterion B: Investigating patterns -- 25 marks. Identify relationships, formulate general rules, and verify or justify them.
Criterion C: Communicating -- 25 marks. Use correct notation, mathematical language, representations, and logical reasoning.
Criterion D: Applying mathematics in real-life contexts -- 25 marks. Model situations, interpret conclusions, and evaluate validity.

Criterion C is assessed across all three tasks, not in one separate section. Communication marks are therefore available throughout the examination. The MYP Mathematics criteria guide explains what each criterion requires in greater detail.

How raw marks become an MYP grade

Examiners award marks using the examination markscheme. The criterion marks combine into a raw total out of 100, which is converted into a final grade from 1 to 7 using the boundaries for that examination session.

This differs from school-based MYP assessment. Teachers commonly award achievement levels from 0 to 8 for each criterion, producing a total out of 32. The external eAssessment uses the same four conceptual criteria but reports a raw examination mark out of 100 before grade-boundary conversion.

Stage	Illustrative result
Criterion A	18/25
Criterion B	16/25
Criterion C	19/25
Criterion D	15/25
Raw examination mark	68/100

There is no permanent rule stating that a particular percentage always earns a grade 7. The IB sets session-specific grade boundaries because examination demand can vary. Its published assessment principles and practices describes a process involving grade descriptors, candidate work, expert judgement, and statistical evidence.

Previous boundaries can support rough mock-exam estimates, but they cannot guarantee a future grade. Coordinators should use the official boundary document for the correct subject and session.

Standard Mathematics versus Extended Mathematics

Standard Mathematics develops a sound knowledge of fundamental mathematical principles. Extended Mathematics includes additional topics and skills, giving the course greater breadth and depth.

Both examinations follow the same broad model: one on-screen examination, three tasks, four equally weighted criteria, and grades from 1 to 7. However, they are separate courses with different questions and potentially different boundaries. The Standard and Extended Mathematics comparison clarifies the differences in demand.

Practical preparation for the examination

Revision should cover every assessment criterion rather than focusing only on procedural calculations.

For Criterion A, practise choosing methods without being told which formula to use.
For Criterion B, complete investigations that progress from examples to a general rule and justification.
For Criterion C, use correct notation, labelled graphs, units, and connected reasoning.
For Criterion D, interpret answers and discuss accuracy, assumptions, limitations, and validity.

Timed practice should reflect the complete two-hour format. With 120 minutes for 100 marks, students have an overall average of approximately 1.2 minutes per mark, although longer investigations and modelling questions may require more reading and planning. Displayed marks should guide the amount of working and explanation provided.

Students can rebuild topic knowledge using MYP Standard Mathematics revision notes before applying it through the MYP Standard Mathematics Questionbank. Full timed practice should include checking notation, units, rounding, unanswered parts, and contextual conclusions.

Common structural mistakes

A common mistake is treating the examination as a collection of isolated calculations. Correct answers matter, but substantial marks reward investigation, communication, modelling, and evaluation.

Students also lose marks by stating a general rule without justification, reporting decimals without units, or writing vague evaluations such as “the model is accurate.” A useful evaluation refers to evidence, assumptions, limitations, rounding, or domain restrictions. Another frequent error is treating the classroom total out of 32 as though it were the external raw score out of 100.

Conclusion

The MYP Standard Mathematics eAssessment structure is a two-hour, 100-mark on-screen examination organized around three tasks and four equally weighted criteria. Criterion A emphasizes mathematical knowledge, Criterion B focuses on investigation, Criterion D assesses real-life application, and Criterion C operates throughout the examination.

Raw marks are converted into grades using session-specific boundaries rather than a permanent percentage table. Effective preparation must combine accuracy with clear reasoning, justification, modelling, and evaluation. RevisionDojo's Study Notes and Questionbank can support this balanced preparation under timed conditions.

Sources and referenced URLs

Add as a preferred source on Google

MYP Standard Mathematics eAssessment at a glance

The current official IB Mathematics subject brief identifies number, algebra, geometry and trigonometry, and statistics and probability as the main branches of MYP Mathematics.

Feature	Current structure
Assessment type	Externally marked on-screen examination
Duration	2 hours
Total marks	100
Overarching tasks	3
Criteria assessed	A, B, C and D
Weighting per criterion	25 marks, or 25%
Final subject grade	1 to 7
Grade boundaries	Set for each examination session

How the three mathematics tasks are organized

Each task normally carries approximately 31 to 35 marks, with all three combining to produce 100 marks.

Task	Main criteria	What students do
Knowing and understanding	A and C	Select methods, solve problems, and communicate working
Investigating patterns	B and C	Explore examples, identify patterns, formulate rules, and justify conclusions
Applying mathematics in real-life contexts	C and D	Model situations, interpret results, and evaluate validity

These are broad tasks rather than isolated topic sections. A real-life task, for example, might combine algebraic functions, graphical interpretation, measurement, units, and statistics.