How to Improve Problem Solving Skills for Children
A child can know their times tables, spell accurately and still freeze when faced with an unfamiliar question. This is where parents often ask how to improve problem solving skills without turning homework into a daily battle. The answer is not simply more worksheets. Children need a calm, repeatable way to understand a problem, choose a sensible next step and learn from attempts that do not work first time.
Problem solving matters across the curriculum, but it is especially visible in maths, reading comprehension, 11+ preparation and GCSE exams. It helps pupils move beyond recalling facts towards using what they know with confidence. That confidence can make a real difference when questions look unfamiliar or pressure begins to build.
What problem solving really involves
Problem solving is often mistaken for getting the right answer quickly. In reality, it is a sequence of thinking skills. A child needs to identify what the question is asking, decide which information matters, select a method, check their work and explain their reasoning.
Some children struggle because a foundation skill is insecure. A pupil who is still uncertain about fractions, for example, will find multi-step fraction problems daunting. Others have the knowledge but rush, misread key words or give up when their first method fails. The most useful support depends on which of these barriers is getting in the way.
It is also worth remembering that problem solving can feel more demanding than routine practice. A routine calculation tells a child what to do. A problem asks them to decide what to do. That uncertainty is valuable, but it must be introduced at a level where the child can experience success as well as challenge.
How to improve problem solving skills step by step
A simple routine gives children something reliable to fall back on. Rather than saying, “Try harder”, encourage them to pause and work through the problem in stages.
1. Read, then say the problem back
Before reaching for a pencil, ask your child to explain the question in their own words. In a maths problem, they might say, “I need to find out how many are left after some have been used.” In a comprehension task, they may need to identify whether they are being asked for a fact, an inference or the meaning of a word.
This small habit reveals misunderstandings early. It also slows down the instinct to start calculating before the question has been understood. For younger children, drawing a quick picture or acting out the situation can make abstract language much clearer.
2. Identify the useful information
Many word problems include details that distract rather than help. Teach children to underline numbers, key vocabulary and the final question, then ask: “Which information do we need?” and “What can we ignore for now?”
In English, useful information may be a phrase in the text that supports an answer. In maths, it might be the units, an operation word or a relationship between quantities. The aim is not to teach children to hunt mechanically for keywords, because words such as “more” and “difference” can be used in different ways. The aim is to help them think about meaning.
3. Choose a method and make a plan
A child does not need to see the whole solution immediately. They only need a sensible first step. Ask questions such as, “Have you seen a problem like this before?”, “Would a drawing help?” or “Could you make a table, use a number line or work backwards?”
For older pupils, particularly those preparing for GCSE Maths, encourage them to write down the method before carrying it out. This reduces careless errors and makes it easier to spot where their thinking changed direction. In 11+ work, a quick plan is often what prevents a pupil spending too long on one difficult question.
4. Check whether the answer makes sense
Checking is not an optional extra for children who finish early. It is part of solving the problem. A child can estimate an answer, use the inverse operation, reread the wording or ask whether their answer is sensible in context.
For example, if a pupil calculates that 3.5 children travelled on a coach, they should recognise that something has gone wrong. This kind of checking builds mathematical judgement, not just accuracy.
Use questions that develop thinking
The questions adults ask can either build independence or accidentally take it away. If we quickly explain every next step, the child may complete the task but learn that they need someone else to rescue them. A better approach is to offer a prompt, then give them time to think.
Useful prompts include:
“What do you already know?”
“What is the question asking you to find?”
“Can you show that in a different way?”
“What could you try next?”
“How will you know whether your answer is right?”
Wait a little longer than feels comfortable after asking. Children often need thinking time, especially if they are anxious about getting an answer wrong. Praise a clear strategy, a sensible correction or good perseverance, rather than praising speed alone.
Build problem solving into ordinary practice
A single weekly puzzle will not transform a child’s confidence. Short, regular opportunities work better because they make reasoning feel normal rather than like a special test. Aim for one or two carefully chosen questions after a set of core skills practice, not a long page of difficult problems when a child is already tired.
Real-life situations can help. Ask a child to compare prices while shopping, work out a journey time, adjust a recipe or decide how to divide a shared amount fairly. Board games, logic puzzles and construction activities can also develop planning and flexible thinking. The activity matters less than the conversation around it: “Why did you choose that?” and “What might you do differently next time?”
For school work, vary the presentation of questions once a skill is secure. If a child can add fractions when the operation is clearly stated, try a short word problem or ask them to create their own question. This helps them recognise the underlying maths rather than relying on a familiar layout.
Make mistakes useful, not frightening
Children who fear mistakes often avoid challenge. They may guess, rush, erase every line of working or say “I can’t do it” before beginning. A calm response helps to change this pattern. Treat an incorrect answer as information: it shows which part needs attention.
Ask your child to find the first point where their method stopped making sense. Was the question misunderstood? Was a fact forgotten? Was the calculation correct but applied to the wrong information? This is far more helpful than simply giving the right answer.
There is a balance, however. Repeated struggle without progress can damage confidence. If a child has tried a sensible approach and remains stuck, provide one small clue or return to an easier related example. Support should reduce gradually as they become more secure.
Strengthen the foundations first
Problem solving cannot be separated completely from subject knowledge. Children need fluent number facts, vocabulary, reading skills and core methods to free up mental space for reasoning. If every multiplication fact has to be worked out from scratch, a multi-step problem becomes much harder than it needs to be.
This is particularly relevant for pupils who are catching up or who have SEND-related learning needs. Clear structure, smaller steps, visual representations and repeated practice can make problems more accessible. The goal is not to lower expectations. It is to remove unnecessary barriers so the child can show what they understand.
For some pupils, targeted one-to-one support is useful because it identifies the precise gap behind the difficulty. Others benefit from a small group where they can hear different approaches and explain their own thinking. The right choice depends on the child’s confidence, current attainment and learning style.
Help children prepare for tests without teaching shortcuts
SATs, 11+ and GCSE papers often include questions designed to test reasoning rather than recall. Timed practice has a place, but it should come after children understand the method. Starting with strict timings too early can encourage panic and shallow habits.
Begin with untimed questions and ask for full explanations. Then introduce gentle time limits once accuracy and strategy are becoming secure. Teach pupils to skip and return to a question if they are stuck, rather than letting one problem take up a large part of the paper. Afterwards, review both the answer and the decision-making process.
A child who learns to say, “I do not know this yet, but I know how to start,” is developing a skill that will support them well beyond the next assessment. With patient practice, sound foundations and the right level of challenge, problem solving becomes less about finding a perfect answer immediately and more about trusting their ability to work things out.