Reviewing multiplication tables without a screen (3rd-5th grade)

How to Practise Multiplication Tables Without Screens (Ages 7–10 / Grades 2–5)

Multiplication tables are one of the core skills children rely on throughout their school years. In Year 3 / 3rd grade (CE2), they become a central focus of the maths curriculum, which sets out more clearly the knowledge and skills children are expected to master by the end of each school year. In Year 4 and Year 5 / 4th and 5th grade (CM1-CM2), multiplication facts remain an essential foundation for mental maths, problem-solving, and more complex mathematical reasoning. The official Cycle 3 curriculum also makes it clear that maths learning should lead to memorisation, automatic recall, and the development of strategies that support success across other subjects.

Many families turn to apps or tablet games to help their child learn multiplication tables. But screens are not essential for making progress. In fact, guidance from Eduscol on mental calculation in primary school highlights that the targeted calculation skills can only really be acquired through specific daily practice, supported by clear spoken explanations. Public health recommendations around screen use also remind families that too much digital exposure can affect attention, sleep, and the quality of interactions. Practising multiplication tables without screens is not a step backwards—it is often a more direct, more verbal, and more sustainable way to learn.

Why Learning Multiplication Tables Without Screens Can Work So Well

The real challenge with multiplication tables is not only understanding what multiplication means. It is being able to retrieve an answer quickly without using up all of your attention. This is what educators often call multiplication fact fluency. A study carried out in Dutch primary school classrooms found that quickly and accurately recalling answers to simple multiplication problems improves overall maths performance and provides a useful foundation for many problem-solving situations. The same study also showed that a retrieval practice approach—where the child actively has to recall the answer from memory—produces stronger short-term and long-term results than simply rereading or repeating the tables passively.

That helps explain what tends to work best at home. To learn multiplication tables, it is not enough to just see them or hear them. Children need to recall them, say them, retrieve them, and then correct themselves. That is why spoken games, short rituals, quick-fire questions, and oral quizzes often work better than passive exposure. Eduscol guidance points in the same direction: it emphasises daily, specific mental maths sessions, including spoken practice and the gradual construction of useful number facts needed for more advanced calculation later on.

Do Children Need to Learn Multiplication Tables by Heart?

Yes—to a large extent. The official maths curriculum for both Cycle 2 and Cycle 3 stresses the importance of mastering core knowledge, building automatic recall, and constructing reliable number facts. That does not mean children should learn “mechanically” without understanding. But understanding alone is not enough. At some point, the results need to become quickly available.

When a child no longer has to stop and think for a long time to work out 6 × 7 or 8 × 4, they free up attention for the actual problem, the reasoning, or the multi-step calculation they are working on. The best approach is therefore to combine two movements: first, understand what multiplication means, and then gradually memorise the useful multiplication facts. Official curricula also remind us that mental calculation is intended precisely to build these number facts, develop calculation fluency, and equip pupils for more complex maths later on.

In other words, saying the tables aloud, retrieving them quickly, and automating them is not an outdated or meaningless way of learning. It is a necessary step toward making calculation faster, smoother, and more secure.

Five Simple Ways to Practise Multiplication Tables Without Screens

1. The Toothbrushing Routine

The biggest strength of a good routine is consistency. Just three minutes every morning can be enough to reactivate one multiplication table—as long as the practice comes back regularly. Eduscol guidance on calculation in primary school explicitly recommends daily sessions to build number facts. Toothbrushing is therefore an excellent anchor point: one table per day, said out loud, with no extra equipment, during a moment that already exists.

In practice, you might focus on one table per day for five days, then spend the following days revisiting previous ones. The goal is not to make the session long, but to create a highly stable habit. It is precisely this regular repetition that gradually helps strong automatic recall settle in.

2. The Ping-Pong Game in the Car

During car rides, waiting times, or walks, a simple question-and-answer format works extremely well. A parent says: “7 times 4?” and the child answers. Then the roles switch. This little spoken game forces the child to retrieve the answer without visual support and encourages active recall, which is one of the most effective ways to anchor information in long-term memory. Research on retrieval practice consistently shows that recalling something from memory strengthens the memory trace and helps reveal where the gaps still are.

Just five minutes is usually enough. Beyond that, children tend to lose focus and the activity becomes less enjoyable. This short format is also very much in line with the idea of the brief, regular mental maths sessions recommended for primary learning. It also helps families stay within a screen-free routine, at a time when public guidance increasingly encourages balanced digital use and good-quality screen-free family moments.

3. An Audio Quiz for Independent Practice

When a parent is not available, a child still needs some kind of partner to ask the questions, wait for the answer, and provide immediate correction. This is where audio can be especially useful. Compagnon, for example, is designed to support screen-free learning by encouraging active listening, rephrasing, and memorisation—while removing visual distraction. Its Maths & Logic content includes progressive mental maths and logic challenges adapted for children from approximately age 7/8 through early secondary school.

In this context, an interactive audio device like Compagnon can act as a spoken revision partner: the child asks for a multiplication table, answers out loud, receives immediate feedback, and continues. This fits well with what Eduscol recommends for mental maths: specific spoken sessions focused on building and then automating number facts. And it allows children to practise without a tablet, without an app, and without the temptation to drift into unrelated content.

4. Tables with Rhythm or Songs

Rhythm helps some children remember more easily. Singing or chanting a multiplication table can make the first steps more enjoyable, especially for children who connect well with sound, rhythm, or movement. Saying multiplication facts aloud is also part of the memorisation practices often mentioned in work on learning maths facts. However, the research referred to earlier suggests that simple repeated recitation is less effective than real active recall when it comes to building fluency. So multiplication songs are useful mainly as a complement, not as a stand-alone method.

In other words, listening to a sung version of a table can help create rhythm and familiarity—but it should then be followed by a format in which the child actually has to produce the answer independently. One simple idea is to listen to the rhythm or song during a journey and then ask a few oral questions right afterwards. This combination of pleasure, repetition, and active recall is often what works best.

5. The Sunday Evening Challenge

Once a week, a short oral challenge can help measure progress without making the experience stressful. For example: 20 or 30 mixed multiplication questions in one or two minutes, using a simple timer. The goal is not to grade or punish, but to give the child a clear sense of progress. Retrieval practice research highlights that regular recall helps identify weak points and strengthens memory over time.

This weekly challenge is especially useful because it mixes the tables together. In real maths situations, children do not meet multiplication facts in neatly organised blocks—they need to retrieve 8 × 6 just as easily as 3 × 4 or 7 × 9. Mixing multiplication facts is therefore a very good way to test whether real automatic recall is beginning to take hold.

What Order Should Children Learn the Multiplication Tables In?

There is no single official order imposed by the curriculum, but a simple and reassuring progression often works well: start with the most regular and easiest-to-spot patterns, then move toward the tables that require more automatic recall. Many families begin with 2, 5, and 10, then move on to 3 and 4, before finishing with 6, 7, 8, and 9. This kind of progression is fully in line with the general spirit of the curriculum, which revolves around the gradual acquisition of number facts and mental calculation skills.

What matters most is not the exact order, but the stability of the sequence. It is much better to truly master a few tables and revisit them regularly than to rush through all of them without real consolidation. Retrieval practice research also reminds us that one exposure is never enough: it is spaced repetition combined with active recall that leads to durable learning.

How Much Time Should Children Spend on Multiplication Tables Each Day?

A little—but often. Eduscol speaks of specific daily sessions for mental maths, which reinforces the idea that a short routine is far more effective than one occasional long session. In practice, 3 to 5 minutes a day, six days a week, is more than enough to build multiplication fluency over time. Research into multiplication fact fluency similarly shows that brief, repeated sessions can produce measurable progress in a relatively short period.

So the key is not the raw amount of time, but regularity. One long practice session on Sunday followed by nothing until Wednesday is usually less effective than a tiny daily habit. That is also what makes screen-free practice so convenient: no setup, no password, no app to open. It becomes much easier to fit those few minutes into real family life.

In Summary

Multiplication tables are learned primarily through active recall, regularity, and spoken practice. The official maths curriculum places strong emphasis on memorising number facts, building automatic recall, and practising mental calculation every day. Research on retrieval practice confirms that children make better progress when they have to retrieve an answer from memory than when they simply reread or repeat passively. In that sense, screen-free practice is not a limitation—it is often an excellent framework for making learning simple, short, frequent, and effective. The same principle applies to written lessons: how to learn a lesson effectively.

Parenting Quick Guide

Do children need to learn multiplication tables by heart?

Yes, to a large extent. The maths curriculum for Cycle 2 and Cycle 3 emphasises memorising number facts and building automatic recall. Understanding multiplication is essential, but children also need answers to become quickly available so their attention is free for calculations and problem-solving.

What is the best way to memorise multiplication tables?

The most effective methods combine frequent recall, quick question-and-answer practice, and short sessions. Classroom-based research shows that retrieval practice—that is, recalling the answer from memory—improves multiplication fluency more effectively than simple repeated recitation.

How long should children practise multiplication tables each day?

A few minutes is enough, as long as practice is regular. Eduscol recommends specific daily sessions for building number facts and mental calculation. In practice, 3 to 5 minutes a day is often more useful than one long session per week.

Why practise multiplication tables without screens?

Because screens are not necessary for learning multiplication facts, and public guidance encourages balanced digital habits. Spoken activities, car games, short routines, and audio quizzes all help children build memory without extra visual distraction.

Are multiplication songs useful?

Yes—as a complement. Rhythm and recitation can help some children get started or engage more easily. However, research suggests that active recall remains more effective than repetition alone when it comes to durable multiplication fluency.

Can a child practise multiplication tables independently without screens?

Yes—especially with audio support. Compagnon encourages active listening and offers quizzes and maths challenges. This can help a child answer aloud and self-correct independently.

What order should children learn multiplication tables in?

There is no single official order, but a common progression is to start with 2, 5, and 10, then move to 3 and 4, before learning 6, 7, 8, and 9. What matters most is a steady progression with frequent review.