Cambridge Checkpoint Mathematics provides external diagnostic assessment at the end of Cambridge Primary and Cambridge Lower Secondary. BTT keeps both stages in one owner because the purpose is continuous: benchmark mathematical learning, identify strengths and gaps, and prepare the learner for the next stage.
Primary Checkpoint Mathematics 0096
Cambridge Primary Checkpoint Mathematics uses curriculum code 0096. In the March 2026 series, Mathematics used two 45-minute components. The tests are intended for learners at the end of the Cambridge Primary programme.
Lower Secondary Checkpoint Mathematics 0862
Cambridge Lower Secondary Checkpoint Mathematics uses curriculum code 0862. In the March 2026 series, Mathematics used two one-hour components. Cambridge describes Lower Secondary Checkpoint as an international benchmark for learners at the end of Stage 9 and as preparation evidence before Cambridge IGCSE or O Level study.
The 2026 test-series change
From 2026, Cambridge expanded Checkpoint to three test series: an early-March series, a rescheduled May series and an October series. Tests must be taken on Cambridge-defined dates for each series, although centres choose the time on the specified test day.
Checkpoint is diagnostic, not just a score
Cambridge provides diagnostic feedback and statements of achievement. Lower Secondary reports use a 0–50 scale with performance bands. The useful question is therefore not simply “What score did the learner get?” but “Which mathematical domains need attention before the next stage?”
Preparation
- Map the Cambridge curriculum stage.
- Identify weak mathematical objects before doing full tests.
- Practise representative mixed problems.
- Use Checkpoint feedback to repair gaps.
- For Lower Secondary, bridge directly into the intended IGCSE Mathematics route.
Use Cambridge IGCSE Mathematics 0580 or the relevant 0606/0607 route for progression after Lower Secondary.
Official sources checked 26 September 2026: Cambridge Primary/Lower Secondary Checkpoint pages, 2026 Checkpoint changes, March 2026 timetable and Cambridge Handbook.
World Mathematics route: return to the World Mathematics Atlas for the wider map across examinations, curricula, competitions, mathematical objects and university routes.
Cambridge Checkpoint Mathematics 0096 and 0862: use assessment to identify learning needs
The current codes are 0096 and 0862
Cambridge identifies Primary Mathematics as 0096 and Lower Secondary Mathematics as 0862. Keep these codes attached to current Checkpoint guidance.
Checkpoint sits at the end of programme stages
Cambridge describes Primary and Lower Secondary Checkpoint as assessments that help schools benchmark performance and identify learning needs. Treat the result diagnostically rather than as a secondary-school leaving qualification.
From 2026 the test-series calendar changed
Cambridge introduced a March series, moved the May series and uses timetabled dates for Checkpoint. Families should check the current timetable for their centre and series.
Primary Mathematics has connected strands
Cambridge describes Number, Geometry and Measure, and Statistics and Probability, with Thinking and Working Mathematically supporting connections and fluency.
Lower Secondary should build on primary structure
Preparation should diagnose whether difficulty comes from current Stage 9 material or earlier number/algebra/geometry foundations.
Thinking and Working Mathematically matters
Reasoning, characterising, generalising and improving strategies should accompany procedural fluency. Avoid reducing Checkpoint preparation to paper drilling.
Use progression evidence
School assessments and Cambridge progression materials can show which strand needs repair before the final Checkpoint.
Past papers should diagnose, then teach
After a paper, group errors by concept and reasoning type. Re-teach the mechanism and use a near-transfer question before another full paper.
Series dates are centre-specific operational facts
Use Cambridge’s current timetable and school communication rather than an old blog date.
Transition value
The most useful outcome is a clear map of readiness for the next stage: secure concepts, unstable concepts and reasoning habits to strengthen.