Why can my child do the calculation but get stuck on a word problem?
They have learnt a sequence of steps without building the operation’s meaning. Understanding means representing the idea, explaining the choice and handling a differently worded question. Return to concrete objects, pictures and questions, then symbols and varied practice.
Practical takeaways
- Replace “What is the answer?” with “How did you think about it?”.
- Represent the operation with objects or a drawing before the column method.
- Vary problems so the child does not rely only on the example’s appearance.
Signs that a child memorises rather than understands
Children succeed when the question looks like the example but stop when numbers or wording change. They may complete a long calculation without judging whether the answer makes sense, or choose addition because the previous exercise used it.
- Asks you which operation to use before starting.
- Cannot explain the step in simple words.
- Does not notice an unreasonably large or small answer.
- Forgets the method after a short time.
Build meaning before the algorithm
For addition, start with two real groups or a drawing, then split numbers into tens and ones before using the column method. Children see that carrying is not magic: it groups ten ones into one ten.
The same principle applies to multiplication, division and fractions: equal groups, fair sharing and parts of a whole before symbols and rules.
Short questions that prompt thinking
Allow silence and thinking time during problem-solving. Do not rush to give the next step. A small question such as “What do we know?” or “What are we looking for?” can help more than a long explanation.
- Can you draw the problem?
- Why is this operation suitable?
- Before calculating, roughly what will the answer be?
- How can we check the result?
Useful repetition is not redoing the same worksheet
Consolidating a skill needs spaced review and varied questions. The same idea can appear in a picture, calculation, short story or game. This variety prompts recall of meaning, not just the exercise’s appearance.
Short sessions of ten to fifteen minutes spread across days are better than a long hour of tiredness and tension.
Frequently asked questions
Should we remove all memorisation from maths?
No. Some facts should become quick to recall, such as simple times tables, but speed follows understanding and use in different situations.
How long should we revise maths at home?
For primary children, short, regular sessions are often more helpful than one long session. Duration depends on age and concentration, stopping before exhaustion appears.
What should I do when my child makes a mistake?
Do not give the answer immediately. Return to the question, offer one hint and let them try again and explain what changed in their thinking.