IB Middle Years Programme · Mathematics MYP Year 2

Data Handling and Representation

Cover illustration for Data Handling and Representation (Mathematics MYP Year 2).
MYP · Mathematics MYP Year 2

Data Handling and Representation

19 min readStandardCore strand of MYP Mathematics — assessed under Criterion B (Investigating Patterns) and Criterion D (Applying Mathematics in Real-Life Contexts); appears in most unit tests involving raw data sets

Every question in this topic starts the same way: you're handed a messy list of raw data and asked to do something useful with it. The skill being tested isn't arithmetic — it's judgement. Can you organise the mess into a table without miscounting? Can you pick the right picture for the data type in front of you? And can you read that picture back correctly, including spotting when there's a tie for the mode or a class interval with an odd width? Examiners recycle these exact traps every year.

Overview: The Shape of This Topic

Data handling in MYP 2 is a pipeline: raw data → organised table → visual display → interpretation. Every subtopic below is one link in that chain. Get the organisation step wrong (miscount a tally, misclassify discrete vs continuous) and every step after it is wrong too, even if your arithmetic is perfect.

  • Raw data is just a list — hard to spot patterns in, easy to miscount.
  • Frequency tables and tally charts organise raw data into counts.
  • Bar charts, line graphs and pie charts turn those counts into pictures suited to different purposes.
  • Stem-and-leaf diagrams and dot plots are the middle ground: organised like a table, but no individual value is lost.
  • The whole topic hinges on correctly identifying whether your data is discrete, continuous, or categorical — that single decision drives every choice after it.

The shape of the chapter

Command terms examiners use in this topic

Command termWhat it demandsAOMark-earning move
State / IdentifyGive a short, direct answer — a value, category or feature — with no working required.Criterion ANaming the wrong feature (e.g. giving a frequency when asked for the value itself) forfeits the mark even if your counting was correct.
Construct / CompleteBuild a full, correctly labelled table or diagram from raw data.Criterion BMissing tally marks, an unlabelled axis, or no key on a stem-and-leaf loses a mark even when your frequencies are right.
CalculateCarry out an arithmetic procedure and give the numeric result.Criterion BMarkers want to see the method (e.g. total − known values); a bare final answer with no working can lose the method mark if it's wrong.
CompareState how two values or categories relate, using the data as evidence.Criterion DJust restating both numbers side by side without saying which is bigger and by how much/what factor earns zero.
ExplainLink a feature of the data to a real consequence or decision, using 'because'.Criterion DDescribing what the table shows without saying how it helps the decision scores no marks — the causal link is the mark.

Key point

Before drawing anything, ask: is this data COUNTED (discrete/categorical → tally chart, bar chart, pie chart) or MEASURED (continuous → grouped frequency table, stem-and-leaf, line graph)? That one question decides which display is even valid.

Overview