For parents · Grades 3–5 · 6-minute read

How to practice times tables in 10 minutes a day (Grades 3-5)

Times tables practice does not need to take over the evening. For children in Grades 3-5, a few carefully chosen facts and a calm adult can be enough for one session. Keep paper and a pencil nearby, choose a regular time, and use these ten minutes to notice what your child remembers and where they need help.

Why short daily practice helps

A long session can turn into repeating answers after attention has faded. Short daily practice gives your child another chance to remember a fact after time away, without facing a whole worksheet at once.

Returning to a small set also helps you notice patterns: perhaps the 5s are comfortable, but 4 × 7 still needs a drawing. Ten minutes is a manageable boundary, not a test of speed. End when the time is up, even if some facts need another day.

A 10-minute times tables routine

1. Minutes 1-2: Warm up with familiar facts. Ask four or five facts your child usually knows, such as 2 × 3 or 5 × 4. Leave thinking time. The aim is to settle in, not race.
2. Minutes 3-5: Work on one focus table. Choose two or three uncertain facts from that table. For 4s, try 4 × 6, 4 × 7, and 4 × 8. Explore one strategy below, then let your child try without your prompt.
3. Minutes 6-8: Mix in earlier facts. Shuffle the focus facts with a few comfortable ones. Ask 4 × 7 between 5 × 3 and 2 × 8, for example. Changing the order lets you see whether your child knows the fact beyond its place in a counting sequence.
4. Minutes 9-10: Finish with a quick win. Offer a familiar fact or one your child can now work out alone. Ask, “What helped today?” Note one fact to revisit tomorrow, then stop. A quick win means a manageable success, not a fast answer.

Simple strategies for each table group

Choose one method that makes sense to your child. Connect it to equal groups or a drawing before expecting the shortcut to stand on its own.

• 2s, 5s, and 10s: For 2s, double the other number: 2 × 8 is 8 + 8 = 16. For 5s, skip count by fives while tracking each group: 5, 10, 15, 20 gives four groups of five. For 10s, seven groups of ten make 70. Build that meaning before relying on a written pattern.
• 3s and 4s: For 3 × 6, double 6 and add one more 6: 12 + 6 = 18. For 4 × 6, double twice: 6 becomes 12, then 24. Draw the groups if your child loses track of what is being doubled.
• 6s, 7s, and 8s: Start from a known fact. For 6 × 7, use 5 × 7 + 7 = 42. For 7 × 8, use 5 × 8 + 2 × 8 = 56. For 8 × 6, double 4 × 6: 24 + 24 = 48. Practice one connection at a time.
• 9s: Use ten groups minus one: 9 × 6 = 60 − 6 = 54. Or try the finger trick for 9 × 1 through 9 × 10: hold up ten fingers, palms toward you. Count from the left and fold down the sixth finger for 9 × 6. Five fingers before it show five tens; four after it show four ones: 54.
• 11s and 12s: Split off ten groups. For 11 × 7, add 70 + 7 = 77. For 12 × 7, add 70 + 14 = 84. This method also works beyond the repeated-digit pattern in the early 11s.

Use commutative pairs across all groups: changing the order does not change the answer. If 6 × 7 = 42 is familiar, connect it to 7 × 6 = 42. Turn a six-by-seven array sideways to show why.

Notice recall, independent thinking, and help

A correct answer can come from different kinds of work. Make a small note beside each fact:

• Recalled: Your child says they remembered the answer, without counting or calculating.
• Worked out alone: Your child uses doubling, fingers, a drawing, or another strategy without a prompt.
• Needed help: You supply a clue, show a step, or give the answer.

All three tell you something useful. Do not judge recall by speed alone; ask, “Did you remember that, or work it out?” A single correct answer is not enough to assume a fact is secure. Revisit it in a different order on another day. This helps you decide whether to explain a method or give your child more chances to remember the answer.

When your child gets stuck or frustrated

Pause after a wrong answer. Try, “Let's find a way to work it out.” Make the fact smaller, draw equal groups, or start from something familiar. For 7 × 6, ask whether 5 × 6 could help. After showing a method, let your child try a similar fact.

If frustration rises, take a break or finish early with something comfortable. Avoid adding extra questions as a consequence for mistakes. If the same difficulty keeps returning, share one example with your child's teacher and ask which classroom method to use at home.

A one-week plan to print or copy

Use the ten-minute routine each day. Keep the same focus table all week if needed.

• Monday: Choose one table and two or three uncertain facts.
• Tuesday: Revisit those facts using one helpful strategy.
• Wednesday: Mix them with familiar 2s, 5s, or 10s.
• Thursday: Practice the matching commutative pairs.
• Friday: Return to facts that needed help; offer an independent retry.
• Saturday: Shuffle a small mixed set and note how answers were found.
• Sunday: Finish with comfortable facts and choose next week's focus.

SteadySteps Math (iPhone, iPad, Android) builds this routine in, with step-by-step Teach Me help and a parent plan showing what was solved alone. There is a 7-day free trial on iPhone and iPad, then $7.99/month.

More for parents: A 10-minute math reset when homework gets stuck.