Does your child groan the moment maths homework comes out? You are not alone. Millions of parents across the UK sit at the kitchen table every evening wondering why something that seems so straightforward feels so hard for their child.
Here is the truth: maths is not difficult. It is just taught in a way that does not always click straight away. The good news is that with the right approach, the right tools, and a little bit of patience, almost every child can become confident and quick with numbers.
In this guide, you will learn exactly how to make maths easy for kids aged 5 to 11. Whether you are a parent trying to help at home, a teacher looking for fresh strategies, or a child ready to get better at numbers, this step-by-step guide covers everything. We will look at practical methods, common mistakes, fun practice ideas, and how tools like Hit the Button can transform the way children engage with maths.
By the end, your child will have a clear path forward — and maths will start to feel a lot less frightening.
What Does “Making Maths Easy” Actually Mean?
Making maths easy does not mean making it simpler or skipping the hard parts. It means building understanding step by step so that children feel confident rather than confused.
Think of it like building a wall. Each brick needs to be placed carefully before the next one goes on top. If a child misses a foundation skill — like knowing number bonds to 10, or understanding what multiplication actually means — everything built on top of that gap becomes wobbly.
Easy maths looks like this:
- A child who can recall number facts quickly without counting on their fingers
- A child who understands why an answer makes sense, not just what the answer is
- A child who enjoys practising because it feels like a challenge they can win
That last point matters more than most people realise. Confidence is the engine of maths progress.
Why Maths Fluency Matters (KS1 and KS2)
In the UK national curriculum, mathematical fluency is one of the three core aims alongside reasoning and problem solving. From Reception all the way through to Year 6, children are expected to build secure knowledge of number facts, operations, and relationships between numbers.
At KS1 (Years 1 and 2), children focus on:
- Counting, ordering, and comparing numbers
- Adding and subtracting within 20 and then 100
- Early multiplication and division through grouping and sharing
At KS2 (Years 3 to 6), the expectations increase significantly:
- By the end of Year 4, every child must pass the Multiplication Tables Check (MTC), recalling all times tables up to 12 × 12
- Children are expected to work with fractions, decimals, percentages, and long multiplication
Beyond school, maths fluency matters in everyday life. Calculating change, reading timetables, measuring ingredients, budgeting pocket money — all of these require the same core skills children learn in primary school.
Research from the Education Endowment Foundation consistently shows that early maths confidence predicts not just academic success but broader problem-solving ability and even financial literacy in adulthood.
Step-by-Step Learning Guide: Building Maths Confidence
Step 1: Start With Number Bonds
Number bonds are pairs of numbers that add up to a target number. Every primary maths teacher in the UK knows that children who have strong number bonds find everything else easier.
Example: Number bonds to 10 — 1 + 9, 2 + 8, 3 + 7, 4 + 6, 5 + 5
Once a child knows these automatically, adding larger numbers becomes mental rather than laboured.
Mini tip: Use two different coloured counters or Lego bricks. Ask your child to make 10 in as many ways as they can. Make it physical before making it written.
Step 2: Build Times Tables Gradually
Do not attempt to learn all 12 times tables at once. That approach overwhelms children and leads to muddled recall.
Start with the easiest tables first:
- 2s, 5s, and 10s — most children pick these up quickly
- Then move to 3s, 4s, and 6s
- Finally tackle 7s, 8s, 9s, 11s, and 12s
Example: “7 × 8 = 56” is one of the hardest facts. But if a child already knows 7 × 4 = 28, they can double it to get 7 × 8 = 56. That is a strategy, not a guess.
Mini tip: Focus on one table per week. Daily practice of just five minutes beats one long cramming session every time.
Step 3: Connect Multiplication to Division
Many children treat multiplication and division as completely separate topics. They are not. They are two sides of the same fact.
Example: If 6 × 7 = 42, then 42 ÷ 7 = 6 and 42 ÷ 6 = 7.
Once children see multiplication facts as “fact families,” they effectively double their knowledge without learning anything new.
Mini tip: Write one multiplication fact on a card. Ask your child to write the full fact family on the back. Four facts from one.
Step 4: Use Mental Maths Strategies
Written methods are important, but mental maths speed matters enormously — both in the Year 4 MTC and in everyday life.
Key strategies to teach:
- Partitioning: 47 + 35 becomes 40 + 30 + 7 + 5 = 75
- Rounding and adjusting: 49 + 23 → think 50 + 23 = 73, then subtract 1 = 72
- Doubling and halving: 16 × 5 → halve 16 to get 8, then multiply by 10 = 80
Mini tip: Narrate your own mental maths out loud. “I need to work out 38 + 24… I’m going to do 38 + 20 first, that’s 58, then add 4, so 62.” Hearing the thinking process is incredibly powerful for children.
Easy Tricks and Shortcuts That Actually Work
The 9 Times Table Finger Trick
Hold up all ten fingers. To calculate 9 × 4, fold down the 4th finger. You now have 3 fingers on the left and 6 on the right. Answer: 36. Works for 9 × 1 through 9 × 10 every time.
The 11 Times Table Pattern
Up to 9: just double the digit. 11 × 7 = 77. 11 × 4 = 44. For 11 × 11 = 121 and 11 × 12 = 132, teach these as standalone facts.
Doubles as a Shortcut
Many children find doubling easy. Use it to unlock harder facts:
- 6 × 6 = 36, so 6 × 12 = 72 (just double it)
- 7 × 4 = 28, so 7 × 8 = 56 (double again)
Square Numbers Are Anchors
Square numbers (1, 4, 9, 16, 25, 36, 49, 64, 81, 100) act as reference points across the times tables grid. Children who know their squares can calculate nearby facts quickly.
Common Mistakes and How to Fix Them
Mistake 1: Skipping foundation facts Many children move on to harder work before they are secure on the basics. Fix: use short daily retrieval practice to keep early facts sharp.
Mistake 2: Only practising in order A child who can chant the 6 times table from start to finish often cannot answer “6 × 8” in isolation. Fix: always mix up the order when practising. Shuffle cards. Use random quiz tools.
Mistake 3: Counting on fingers for addition This slows everything down. Fix: prioritise number bond fluency first. Once bonds to 10 and 20 are automatic, finger counting disappears naturally.
Mistake 4: Confusing multiplication with addition Children sometimes write 3 × 4 = 7. This happens when they do not fully understand what multiplication means. Fix: use repeated addition and visual arrays to cement the concept before moving to recall.
Mistake 5: Practising in long, infrequent sessions One hour of maths on a Sunday is far less effective than ten minutes every day. Fix: make practice short, daily, and low-pressure.
Mistake 6: Not reviewing old tables when learning new ones Children forget previously learned tables if they stop revisiting them. Fix: mix old and new facts together every session.
Mistake 7: Relying on written methods for simple facts If a child reaches for a pencil to work out 7 × 6, recall has not been achieved. Fix: use timed practice to build automatic retrieval, not just understanding.
Fun Practice Methods at Home and in the Classroom
At Home
- Maths at the supermarket: Ask your child to calculate the total cost of a few items, estimate change, or find which pack size is better value.
- Times tables in the car: Call out a random fact and challenge your child to answer before you count to five.
- Whiteboard games: A small wipe-clean whiteboard makes maths feel less formal and more playful. Show a fact, your child writes the answer.
In the Classroom
- Beat the teacher: The teacher calls out facts and tries to beat the class. Children love trying to prove the teacher wrong.
- Relay races: Teams pass a times table sheet, each child answers one fact before passing it along.
- Table tennis maths: Two children face each other. Teacher calls a times table. They alternate giving answers: 6 × 1, 6 × 2, 6 × 3… whoever hesitates or gets it wrong sits down.
Real-Life Maths
Cooking, DIY, sport scores, reading bus timetables — maths is everywhere. The more children see it used in real life, the more meaningful it becomes.
Practise Maths Using Hit the Button
One of the most effective tools available for UK primary school children is Hit the Button — a fast-paced, interactive maths game that builds exactly the kind of fluency we have been talking about.
What is Hit the Button? Hit the Button is an online maths game where children are shown a question and must click the correct answer from a set of options before the timer runs out. It covers number bonds, times tables, division facts, doubling and halving, and square numbers.
Why it works so well:
- It trains the brain to recall facts quickly — not just understand them
- The time pressure mirrors the conditions of the Year 4 Multiplication Tables Check
- Children can see their score improve each time, which builds genuine confidence
- It is available across devices, making it easy to use at home or in school
How to get the most from Hit the Button maths:
- Start with a table your child already knows fairly well — early success builds motivation
- Play for five to ten minutes a day rather than one long session
- Encourage your child to try to beat their own previous score
- Alternate between multiplication and division within the same table to reinforce fact families
Whether you search for “hit the button game,” “hit the button times tables,” or simply “press the button maths,” this tool consistently comes up as one of the most recommended by UK primary teachers. It is free, curriculum-aligned, and genuinely enjoyable for children — which is a rare combination.
Practice Questions
Try these questions. Answers are at the bottom.
- 6 × 7 = ?
- 9 × 4 = ?
- 48 ÷ 6 = ?
- What are all four facts in the fact family for 5, 8, and 40?
- 7 × 7 = ?
- 54 ÷ 9 = ?
- What is double 36?
- 12 × 8 = ?
- 63 ÷ 7 = ?
- What are the number bonds to 20 for the number 13?
- 11 × 9 = ?
- 8 × 8 = ?
Answers:
- 42 | 2. 36 | 3. 8 | 4. 5×8=40, 8×5=40, 40÷5=8, 40÷8=5 | 5. 49 | 6. 6 | 7. 72 | 8. 96 | 9. 9 | 10. 13+7=20 and 7+13=20 | 11. 99 | 12. 64
Expert Tips for Parents and Teachers
For parents:
- Do not show anxiety about maths yourself. Children absorb parental attitudes more than we realise. Say “let’s figure this out together” rather than “I was never good at maths either.”
- Praise effort and strategy, not just correct answers. “I love how you tried a different way” is more powerful than “well done, you got it right.”
- Keep practice sessions short and positive. End on a success, not a frustration.
- Use a maths journal where your child writes one thing they learned each week. Writing solidifies understanding.
For teachers:
- Build retrieval practice into your daily routine. Even three minutes of mixed-fact recall at the start of a lesson compounds significantly over a school year.
- Use cold calling carefully — public failure in front of peers damages confidence. Pair work or mini whiteboards let every child answer simultaneously without fear.
- Celebrate progress over performance. A child who went from knowing 3 tables to knowing 6 has done something remarkable, even if they are not yet at the top of the class.
- Introduce the concept of “not yet” rather than “wrong.” “You don’t know 8 × 7 yet” is very different from “you got 8 × 7 wrong.”
Advanced Insight: The Science Behind Maths Fluency
Most articles stop at “practise every day.” But it is worth understanding why certain practice methods work and others do not.
Spaced retrieval beats massed practice every time. This is one of the most replicated findings in cognitive psychology. Practising a fact today, then again in two days, then again in a week, creates far stronger long-term memory than practising it twenty times in one sitting. This is exactly why short daily sessions outperform long weekly ones.
Interleaved practice is more challenging but more effective. When children mix up different types of questions — multiplication, division, number bonds — rather than doing one type repeatedly, they find it harder in the moment but retain far more over time. The brain works harder to retrieve the right strategy, and that effort is what creates durable learning.
Automaticity frees up working memory. When a child has to think hard about 7 × 8, their working memory is occupied. That leaves less mental capacity for the actual problem they are trying to solve. When facts are automatic, working memory is free to tackle more complex reasoning. This is why fluency and deep thinking are not opposites — fluency enables thinking.
Understanding these principles helps parents and teachers make smarter decisions about how to structure practice, not just how much of it to do.
Frequently Asked Questions
What is Hit the Button and is it free? Hit the Button is a free online maths game designed for UK primary school children. It covers times tables, number bonds, division facts, doubling, halving, and square numbers. It is widely used in KS1 and KS2 classrooms.
How often should my child practise maths facts? Five to ten minutes every day is ideal. Daily practice, even when very short, is significantly more effective than one or two longer sessions per week.
My child knows the times tables in order but gets muddled when tested randomly. Why? This is very common. Chanting tables in sequence is a different mental skill from recalling a single fact out of context. Fix this by always practising in random order — flashcards, apps, or games like Hit the Button maths all help.
At what age should children know their times tables? The UK national curriculum expects children to know all times tables up to 12 × 12 by the end of Year 4 (age 8–9). The Year 4 Multiplication Tables Check (MTC) tests this formally.
Is Hit the Button suitable for children with dyscalculia or maths anxiety? Yes, with the right approach. Start with the easiest number sets and allow plenty of time. The game is non-threatening, self-paced in terms of which table to choose, and rewards improvement rather than just high scores.
What is the best order to learn times tables? Start with 2s, 5s, and 10s. Then move to 3s, 4s, and 6s. Tackle 7s, 8s, and 9s after those are secure. Finish with 11s and 12s. The 1s can be introduced at any point as they are intuitive.
Can playing maths games really replace traditional practice? Not entirely, but the best maths games — particularly ones like Hit the Button that require fast, accurate recall — deliver many of the same cognitive benefits as traditional flashcard practice, often with higher engagement and motivation.
Conclusion: Small Steps Lead to Big Confidence
Making maths easy for kids is not about finding a magic shortcut. It is about building a strong foundation, practising in the right way, and keeping the experience positive enough that children want to keep going.
The key takeaways from this guide are simple:
- Start with the foundations — number bonds, then times tables, then division facts
- Practise daily in short sessions rather than occasionally in long ones
- Use strategies and patterns alongside rote recall
- Fix common mistakes early before they become habits
- Keep it playful — games, challenges, and real-life maths all count
Tools like Hit the Button make this process easier, faster, and more enjoyable. Whether you call it hit the button maths, the hit the button game, or simply push the button maths, what matters is that children are getting quality, fast-paced retrieval practice every single day.
You can also explore related practice on number bonds, division facts, and doubling and halving to round out your child’s fluency skills.
The children who become confident in maths are not the ones who were born with a gift for numbers. They are the ones who practised a little bit, every single day, until the facts became second nature.
Start today. Five minutes is enough.