Use this resource for Year 11 IGCSE Physics Revision Plan alongside the current syllabus and original practice. It is designed to support active recall, marking and correction rather than passive rereading.
- finish and verify syllabus coverage
- repair weak topics and transferable skills
- practise mixed and complete papers
- stabilise performance under timed conditions
Starting with endless full papers before the gaps are identified can waste useful questions. Staying on notes for too long prevents the student from learning how Cambridge combines topics and skills. The plan needs both.
Step 1: Confirm the actual examination route
Before making a paper plan, confirm:
- Core or Extended
- Paper 5 or Paper 6
- examination series
- component and variant codes
- current school or centre entry status
- current 2026 to 2028 syllabus
Core candidates sit Papers 1 and 3. Extended candidates sit Papers 2 and 4. Both take Paper 5 or Paper 6.
For the current syllabus cycle, Core is eligible for C to G and Extended is eligible for A* to G.
Step 2: Complete a syllabus audit
Use three statuses for every learning outcome:
- Green: can answer independently in a mixed question
- Amber: understands with prompts or only in a familiar question
- Red: not taught, forgotten or repeatedly incorrect
Add a separate skill status:
- algebra
- unit conversion
- standard form
- graphs
- explanations
- practical planning
- time management
This prevents every low mark from being described vaguely as “needs more revision.”
Step 3: Analyse the latest mock or full paper
For every lost mark, record:
| Category | What to look for |
|---|---|
| Knowledge | definition, law or fact missing |
| Concept | misconception or wrong causal explanation |
| Equation selection | correct quantities identified but wrong relationship chosen |
| Algebra | correct relationship, incorrect rearrangement |
| Units | missing conversion or unit |
| Graph or data | scale, plotting, line, gradient or interpretation error |
| Practical | variable, apparatus, procedure, limitation or improvement error |
| Command word | answer did not match state, describe, explain, compare or calculate |
| Timing | unfinished or rushed section |
Count repeated categories. A recurring two-mark error across several topics can be more important than one obscure missed fact.
A 12-week revision framework
This framework can be compressed or extended. The sequence matters more than the exact number of weeks.
Weeks 1 to 3: Close critical gaps
- finish untaught syllabus outcomes
- relearn red and amber concepts
- complete targeted Mathematics drills
- use short topical question sets
- rebuild incorrect equations and units
- practise one practical skill each session
Do not use a whole past paper merely to practise one weak topic. Preserve some complete papers for later timed work.
Weeks 4 to 6: Build mixed-topic control
- combine two or three topics in one session
- practise questions that require more than one equation
- alternate numerical and explanation tasks
- complete multiple-choice sets under short time limits
- complete Paper 5 or 6 graph and planning tasks
- retry previously corrected questions
At the end of Week 6, complete one full component under controlled conditions.
Weeks 7 to 9: Component practice
Use a repeating three-component cycle:
- multiple-choice component
- theory component
- practical component or practical section
For each paper:
- sit it under the correct time
- mark using the official mark scheme
- record raw marks by section
- classify every lost mark
- select the three highest-impact corrections
- retry those skills within 48 hours
A paper is not finished when it has been marked. It is finished when the errors have been retested.
Weeks 10 to 12: Stabilise exam performance
- complete full paper combinations
- practise the exact component timings
- review recurring error categories
- maintain equation and definition retrieval
- reduce dependence on notes
- use current weak-topic lists rather than starting new broad resources
- rehearse practical planning and graph routines
Avoid learning large amounts of new non-syllabus enrichment during this stage.
An eight-week compressed version
When eight weeks remain:
Weeks 1 and 2
- complete syllabus audit
- repair red outcomes
- diagnose Mathematics and practical gaps
Weeks 3 and 4
- targeted topic sets
- mixed calculation and explanation work
- one complete component each week
Weeks 5 and 6
- two or three timed components each week
- full error correction and retry
- focus on recurring weaknesses
Weeks 7 and 8
- complete paper combinations
- final practical and graph practice
- retrieval of equations, units and definitions
- lighter correction-focused review before each examination
The eight-week revision guide can be used alongside this Year 11 framework.
A four-week emergency plan
When four weeks remain, prioritise evidence.
Week 1
- confirm route and components
- audit the syllabus
- sit one complete paper combination
- identify the five largest repeatable problems
Week 2
- repair those five problems
- use targeted questions
- complete practical and graph drills
- retest the repaired skills
Week 3
- sit another complete combination
- compare error categories with Week 1
- repair anything that persists
Week 4
- complete final timed sections
- retrieve equations and definitions
- review practical routines
- avoid exhausting last-minute volume
A four-week plan cannot responsibly promise a grade. Its purpose is to reduce the most preventable losses.
How should Paper 1 or Paper 2 be revised?
Multiple-choice practice should develop:
- fast recognition of the topic
- elimination of distractors
- calculation accuracy
- diagram interpretation
- misconception detection
- time control
After marking, explain why every incorrect option is wrong. Guessing the correct letter on a retry is not mastery.
Use short mixed sets, then full 40-question components under 45 minutes.
How should Paper 3 or Paper 4 be revised?
Theory practice should include:
- concise definitions
- equation selection and working
- linked explanations
- comparisons
- graph and table interpretation
- unfamiliar applications
- practical knowledge
Track marks lost because the answer was too vague separately from marks lost because the concept was unknown.
How should Paper 5 be revised?
Paper 5 candidates need experience with real apparatus and measurement where possible.
Practise:
- setting up circuits and other common apparatus
- reading instruments correctly
- repeating measurements
- recording tables during the experiment
- graphing and calculating gradients
- evaluating the actual method used
- working safely
Written revision alone cannot fully replace apparatus familiarity.
How should Paper 6 be revised?
Paper 6 candidates should practise:
- reading scales and diagrams
- identifying variables
- selecting apparatus and ranges
- completing tables
- choosing significant figures
- plotting best-fit lines
- calculating gradients
- evaluating limitations
- proposing specific improvements
- planning an investigation
Use the practical-skills guide to separate these skills.
How should grade thresholds be used?
Historical thresholds are useful only when the series, option and variants match.
Do not:
- use a fixed percentage as a guaranteed grade
- compare a raw unweighted total directly with an official weighted threshold
- use a Core threshold for an Extended combination
- use a Paper 5 option for a Paper 6 candidate
Do:
- use several official series
- record complete component marks
- build a working margin
- judge stability across papers
- use error trends to decide the next task
The grade-boundaries guide explains the process.
A weekly Year 11 timetable template
| Session | Main task | Correction task |
|---|---|---|
| 1 | weak topic or missing outcome | same-day short retry |
| 2 | mixed calculations and explanations | update error log |
| 3 | practical or graph skill | rewrite one weak response |
| 4 | timed component or section | detailed marking and classification |
| 5 | targeted repair from timed work | delayed independent retry |
The number and length of sessions should reflect the student, school workload and evidence. The structure is more important than copying a universal hour count.
What should improve from paper to paper?
Track more than the total:
- questions attempted
- marks lost to units
- marks lost to algebra
- marks lost to blank responses
- practical marks
- graph marks
- explanation marks
- time remaining or overrun
- number of repeated errors
A stable increase across several papers is stronger evidence than one unusually high score.
How should parents respond to a poor mock?
Avoid immediately adding random resources or demanding more hours.
Ask:
- Which component was weakest?
- Which three topics caused most losses?
- Which transferable skill repeated across topics?
- Were questions blank because content was untaught, forgotten or too slow?
- Were corrections retested?
- Is the current route still supported by evidence?
Then agree on a small number of measurable changes for the next paper.
Final two weeks
In the final two weeks:
- use complete components selectively
- focus on repeated errors
- maintain retrieval of equations, units and definitions
- practise practical planning and graph rules
- confirm timetable and equipment instructions
- sleep and recover between papers
Avoid replacing the established system with an entirely new course, note set or formula list.
Final Year 11 checklist
Before the examination, the student should know:
- exact route and component codes
- current syllabus coverage
- equations and tiers
- three weakest topics
- three most common error categories
- timing checkpoints
- practical graph and planning routines
- how to correct and retry a mistake
The objective is not to feel that every page has been read. It is to demonstrate stable, independent performance across the required components.
Frequently Asked Questions
When should a Year 11 student start full Physics papers?
How should a poor mock result be handled?
Should revision focus only on Paper 4 because it has the largest weighting?
Can historical grade thresholds predict the final grade?
Next useful steps
Need Help Applying This?
A 0625 specialist can work through the student's current paper or question and help identify whether the main difficulty is content, mathematics, practical reasoning or exam technique.