Back-to-School Math Practice That Fits Into a Normal Evening

The first weeks of school already come with forms to sign, shoes to find and a child who may be exhausted by dinner. A second school day at the kitchen table is a difficult thing to add.

If you want to help with math, start smaller: one familiar skill, a few questions and a clear stopping point. The aim is to find the next useful practice step, not to review a whole grade in a week.

This ten-minute plan is a suggested way to organise an evening, not a research-proven dose. Use less time when that suits your child, and count assigned homework as practice rather than automatically adding another session.

Before the first session, choose one thing

Look at a recent piece of schoolwork or ask the teacher what would be useful to revisit. Choose something narrow enough to describe in a sentence:

• “Find the missing partner to make 10.”
• “Subtract a single-digit number by counting up to find the difference.”
• “Use the 5 times table to work out a fact in the 6 times table.”

“Get better at math” gives you no obvious place to start or finish. “Show why 6 × 7 is 42” does.

If your child cannot explain the idea yet, plan to show it together. Independent practice is easier to organise once there is a method to practise.

A ten-minute routine you can reuse

Minutes 0–2: begin with something familiar

Offer two questions your child is likely to manage. For a make-ten session, put down seven counters and ask how many more would fill a ten-frame. Then try six.

Watch the method. Counting, drawing and using fingers can all tell you what your child understands. There is no need to hide the materials to make the session feel more serious.

Minutes 2–5: work through one useful example

Choose a question just beyond the warm-up, such as 8 + 5. Build eight counters, then five more. Move two from the five to complete a group of ten. Three remain, so the total is 13.

Write the calculation beside the counters. Then invite your child to explain the move in their own words. If they get stuck, model it again. You are teaching this example, not testing whether they can guess the explanation.

Minutes 5–8: let them try a few

Try 9 + 4 and 7 + 5. Keep the counters available. After an error, inspect one step together: “You moved one to make ten. How many of the four are left?”

When the method is familiar, your child can try without looking at the worked example and then check. If every question needs a rescue, reduce the numbers or return to the pairs that make 10.

Minutes 8–10: finish and leave yourself a note

Ask for one final explanation or let your child set you a question. Then write a specific note: “Made ten with counters; lost track of the leftover three.” That is enough information to choose tomorrow’s starting point.

End when you said you would. Finishing one extra worksheet is unlikely to be worth making the next evening harder to begin.

What that might look like across a week

Use the same small skill more than once, changing the examples. Here is a sample week for a child learning to make ten; it is an illustration, not a curriculum or assessment.

Missing Tuesday does not mean doing twenty minutes on Wednesday. Pick up the next short session when it fits. The card-game guide has complete Make Ten rules if you want a ready activity.

Why revisit a skill after a gap?

A classroom study by Barzagar Nazari and Ebersbach compared distributed and massed mathematics practice in third and seventh graders. Results favoured distributed practice, but the benefit in third grade appeared at the one-week test, not the six-week test. The findings support revisiting material while also showing why a promise of permanent learning would go too far.

For this home plan, the practical choice is to return to a skill on another day and see what remains available. The study did not test our ten-minute schedule, these exact activities or Tiger Math.

Choose examples for the learner in front of you

For a child working on early addition: try 6 + 4, 10 − 6 and 6 + □ = 10. Use the same objects to show that these describe related quantities.

For a child learning multiplication: begin with a known fact. If 5 × 7 = 35 is familiar, add one more group of seven to find 6 × 7 = 42. Our 6 times table guide has further examples.

For a child working on fractions: draw two equal-length bars. Split one into halves and one into quarters. Compare one half with two quarters. Keep the whole the same size so the picture answers the question you mean to ask. See why fractions can be confusing for more on that point.

These are examples of starting points, not a rule for what every six-, eight- or ten-year-old should know.

What to say when an answer is wrong

Try a question you can investigate together: “Show me your first step,” “Where did that number come from?” or “Could we draw it?”

If the child says 8 + 5 = 12, they may have lost a counter, counted the starting number twice, or used a different method. Asking them to show the work is more useful than assuming the reason.

If frustration takes over, stop and note the question for later. You can tell the teacher, “We tried 8 + 5 using a ten-frame, but moving two counters and keeping track of the rest was confusing.” That gives the teacher something concrete to respond to.

Where an app can help

An app can handle the repetition while you step back. Tiger Math, which we make, offers ad-free practice and a parent report for ages 6–12. Learning activities and progress work offline. Treat the report as information about practice, then decide which question or method deserves a closer look together.

Paper and cards work too. On busy evenings or away from home, choose one of these offline math games rather than recreating a full lesson.

Common questions about back-to-school practice

Should we practise every day?

Choose a schedule you can maintain alongside schoolwork and rest. Several manageable opportunities across the week may fit better than a daily rule. Adjust with the teacher if your child has a specific support plan.

Should I time the answers?

You do not need to for this routine. First listen for an accurate method and an explanation. If your child enjoys a timed game once a skill is familiar, make it optional rather than the only way to show progress.

How do I know when to move on?

Return to the skill after a gap and try a different example. If your child can explain and use the method with less help, ask the teacher what connects to it next. One perfect evening is encouraging; seeing the idea used again tells you more.

A useful note might be: “9 + 4 worked with counters; try it again on Thursday.” Close the notebook there.