Start with the key idea
Ask the child to recall or explain a small piece of learning before reopening the notes, then check and correct it. Revisit it later and try a different example. Forgetting helps identify what needs another explanation; it is not a reason to label the child or repeatedly test a whole chapter.
Recognising a page is different from retrieving an idea
A familiar worked solution can feel easy while it is visible. Covering it and explaining the first step is a different task. Begin with a small, recently taught idea rather than testing an entire chapter unexpectedly.
Ask the child what they remember, let them draw or speak, then use a reliable source to check. If they remember very little, shorten the task and reteach the missing idea. Repeated unsupported guessing is not the aim.
Do not promise that one timetable will solve every memory difficulty. Prior knowledge, vocabulary, understanding and the conditions of study all affect what a child can explain later. Persistent concerns deserve a conversation with the teacher.
Use the recall–check–revisit cycle
- Choose: name one idea, such as equivalent units in a measurement problem or the role of plant roots.
- Recall: close the explanation and ask for a short answer, sketch or demonstration.
- Check: reopen the lesson. Identify what is right and repair one missing or mistaken part.
- Explain: ask why the corrected answer makes sense, rather than copying it repeatedly.
- Revisit: try again on a later day using another example.
A possible starting schedule is today, a day or two later, and again the following week. Adjust it: an idea that remains difficult needs explanation and an earlier revisit; a secure idea can wait longer. These intervals are an example, not a universal formula.
Maths example: an answer and a check
After learning division, ask: What is 42 ÷ 6, and how can you check? A complete response is 7, because 6 × 7 = 42. If the child says 8, use groups or a known multiplication fact to check: 6 × 8 = 48, which is too many.
Later ask: “There are 35 counters in five equal groups. How many are in each group?” The answer is 7. This new wording checks whether the idea travels beyond the first number sentence. If the child recalls “seven” without explaining the new grouping, return to a drawing.
A useful record says “found the quotient but needed a multiplication check”, not simply “division done”. Link the difficult part to our equal-groups guide and practise a fresh example after the explanation.
English and Science examples
English: after reading the paper-boat story in our comprehension guide, ask for the main event and a clue explaining Meera's choice of the bowl. Check against the actual words. A child who remembers a vivid pebble detail but not the reason for testing indoors needs help connecting events, not only more repetition.
Science: after learning about dissolving, ask, “When salt dissolves, has it stopped existing?” A suitable explanation is that it remains in the water in particles too small to see individually. Check the lesson rather than accepting “it disappeared” as a complete scientific explanation.
On the later revisit, change the format: use a drawing with labels, explain to a family member or compare two proposed answers. Keep the idea the same while changing how the child encounters it.
Plan a few useful revisits
Use the printable sheet for three ideas, not every fact in a textbook. Write a question that has a checkable answer and name the source you will use to verify it. “Revise Science” is too broad; “explain what changes when salt dissolves” is clearer.
After the attempt, choose “explain again”, “revisit soon” or “try a new application”. Avoid turning the sheet into a public ranking or rewarding only perfect recall. Keep a mistaken answer long enough to explain the correction, then move on.
If a child can remember a method but cannot decide when to use it, provide contrasting examples. For instance, sharing 24 objects between four people and making groups of four both involve division, but the answer describes a different thing. Understanding the question matters as much as recalling a fact.
Further reading: Milton Keynes City Council: practical revision approaches. The examples and printable activities on this page were created by BananaLearn.
Recall, check and revisit planner
Choose three small ideas. Try recalling before looking, then check using the named lesson or book. Dates are flexible.
A completed example
Question to recall: 42 ÷ 6: explain and check
Where to check: Division lesson
What needs repair: Use 6 × 7 = 42 to check
Next revisit: Choose a later day
Opens a separate sheet with the completed example and writing space. Save it as a PDF or print it using your browser. No account is required.
Check whether the idea works in a fresh situation
A familiar question can become a memory cue for its answer. After an initial recall-and-check cycle, change the numbers or the context while keeping the underlying skill. Ask the child to explain how they recognised it.
For example, after sharing 24 counters among four groups, ask how many groups of four can be made from 28 counters. Both use division, but the unknown describes something different. Let the child draw the groups and name what the answer counts.
Keep the check small. If the learner cannot explain the original idea, return to teaching rather than making the new task harder. Record the help used so a supported answer is not mistaken for independent recall.
3 worked examples with reasoning
1. A child recalls 42 ÷ 6 as 8. What next?
- Use multiplication or equal groups to check: 6 × 8 = 48, not 42.
- Explain that seven groups of six make 42, then let the child show the relationship.
- Revisit later with a fresh example rather than repeatedly demanding the same answer.
2. A child says dissolved salt has stopped existing.
- Check the explanation against the lesson: the salt remains in the water.
- Use a labelled particle sketch or a reliable explanation to repair the idea; do not accept the everyday phrase “disappeared” without clarification.
- Later ask the child to explain a different dissolving example. No home experiment is required.
3. The child rereads an answer and says “I know that”.
- Ask for one small explanation with the answer covered.
- Use the response to choose whether to explain again, revisit soon or try a new application.
- Familiarity and independent explanation are different observations.
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Complete guide with answers (PDF) · Worksheet without answers (PDF) · Worksheet and answer key (PDF)
Try each question before opening its explanation. Show the calculation, evidence or reasoning that supports your answer.
10 practice questions with explanations
Try each question before opening its explanation. Show the calculation, evidence or reasoning that supports your answer.
Write an answer and your reason before opening the explanation. Check the reasoning as well as the final answer.
- Plan
Replace “revise Maths” with one checkable task.
Answer and reasoning
Example: explain why 35 ÷ 5 = 7 and show a multiplication check.
A small named task makes feedback possible.
- Check
How can 48 ÷ 6 = 8 be checked?
Answer and reasoning
6 × 8 = 48.
Multiplication rebuilds the starting quantity.
- Transfer
Twenty-eight counters form groups of four. What does seven count?
Answer and reasoning
Seven groups.
The unknown is the number of groups, not the counters in each group.
- Meaning
A child copies a correct explanation. What remains to be checked?
Answer and reasoning
Whether they can explain or apply it independently later.
Copying can support review but does not establish independent recall.
- Reading
Why ask for a clue from a passage when reviewing an inference?
Answer and reasoning
To connect the answer to evidence in the text.
A plausible guess may not be supported by this passage.
- Science
Does dissolved salt cease to exist?
Answer and reasoning
No; it remains in the water.
The particles are too small to see individually in the solution.
- Schedule
Must every idea use the same revisit interval?
Answer and reasoning
No. Adjust to what the learner can explain and the time available.
The example schedule is a starting point, not a universal prescription.
- Support
What should a record say if a diagram was supplied?
Answer and reasoning
Note that the response used a supplied diagram.
This distinguishes that support from drawing and explaining one independently.
- Review
Choose one idea and write where you will check the answer.
Answer and reasoning
Use the relevant lesson, textbook or teacher-provided explanation.
Feedback needs an accurate reference, not only confidence in an answer.
- Reflect
What is a useful response when very little is recalled?
Answer and reasoning
Shorten the task and explain the missing idea again.
Repeated unsupported guessing is not the aim.
Use the ideas without looking at the notes
Three-idea plan: Idea and question ___. Source for checking ___. First response ___. Correction explained ___. Later fresh question ___. Help used ___.
The original printable planner remains available in the resource section. Use whichever format is easiest to maintain, and keep the work private.
Common questions
Should we stop rereading?
No. Reading helps with understanding and checking. Add a small recall attempt to see what can be explained without the page.
Is forgetting always a problem?
Some forgetting is ordinary. Persistent difficulties affecting learning should be discussed with the school.
Should we test the whole topic every day?
Start with a few important ideas and adapt. Large repeated tests can crowd out explanation, rest and other learning.
What if a child remembers the method but chooses it wrongly?
Compare contrasting problems and ask which relationship each requires. Formula recall and method selection are different skills.
Connect your learning
Ask about guided Maths, English and Science learning if your child needs help explaining these ideas.
About this guide
Original explanations, examples, diagrams and practice by BananaLearn. The grade label indicates the intended learning level; this is not an official textbook extract or exam paper.