How to Help Your Child Memorize Multiplication Facts

By the Practice Buds team · October 13, 2026

Short answer

Skip the long drill sheet and work in short, daily rounds of five to ten minutes, one group of facts at a time. Start with the easy tables (2, 5, 10), then use a trick or two for the harder ones, and keep reviewing. Steady practice with printable multiplication facts worksheets gets most children to quick recall over several weeks, usually in 3rd grade and into 4th.

Why kids find this hard

There are only about 100 facts on the 0 to 9 grid, but they do not all feel alike. The 2s, 5s and 10s follow patterns your child already knows from skip counting. Facts like 6 × 7 and 7 × 8 have no obvious pattern, and they look so much alike that they blur together.

Most children also try to memorize in one big push, then forget. Memory works better when practice is spread out. A few facts each day, revisited often, beats one long Sunday session.

How to teach it

Pick a quiet spot, grab a pencil and a small stack of index cards, and aim for ten minutes tonight.

  1. Check what your child already knows. Ask ten quick facts from the 2s, 5s and 10s. Note which ones come fast and which ones need counting.
  2. Choose one small group for the week. For example, the 3s and 4s. Do not mix in more than one new group at a time.
  3. Link each fact to something your child understands. Draw the fact as an array, a grid of rows and columns, so 4 × 3 becomes four rows of three dots. Seeing the groups makes the answer feel earned, not random.
  4. Teach one strategy for the tricky facts (see the worked example below). A strategy is a way to get the answer fast when it does not pop up from memory.
  5. Practice with cards. Show the card, wait about three seconds, then say the answer together. Sort cards into "quick" and "still working" piles.
  6. Spend most of the time on the "still working" pile, but start and end each round with a few quick ones so it ends on a win.
  7. Come back to older groups twice a week. This keeps the early facts from fading.

Worked example

Take a fact many children stall on: 6 × 7. Here are two ways to get there.

Break it into facts your child already knows. Six sevens is the same as five sevens plus one more seven. Your child likely knows 5 × 7 = 35. Then add one more 7: 35 + 7 = 42. So 6 × 7 = 42.

Use the flip. Multiplication works in either order, so 7 × 6 gives the same answer as 6 × 7. If your child knows the 6s better than the 7s, they can pick the easier route.

Now a trick for the 9s: 9 × 6 is one group less than 10 × 6. We know 10 × 6 = 60, and 60 − 6 = 54. So 9 × 6 = 54. Then check the tens and ones digits of the answer: 5 + 4 = 9, which is a neat pattern in every 9s fact up to 9 × 10.

One more: 8 × 7. Flip it to 7 × 8, or split 8 into 4 + 4. Four sevens is 4 × 7 = 28, and two of those make 28 + 28 = 56. So 8 × 7 = 56.

Common mistakes

Adding instead of multiplying. Your child gives 7 as the answer to four times three. You will see this when the answer is smaller than expected. Ask "How many groups? How many in each?" and draw the array. Four rows of three is 12.

Mixing up neighbor facts. 6 × 7 = 42 and 6 × 8 = 48 get swapped, or 7 × 8 comes out as 54 or 58. Spot it when the answer is close but not right. Fix it by pairing the fact with a strategy, not by repeating the wrong one louder. Many families remember that 56 = 7 × 8 by the counting order 5, 6, 7, 8.

Skip counting from the start every time. It works but it is slow, and one miscount ruins the answer. Spot it by watching lips or fingers. Fix it by teaching the "one more group" trick from the worked example, so your child jumps from a known fact instead of starting at zero.

Practicing only the facts they already know. It feels good, but it does not build anything new. Keep most of the time on the pile that still needs work.

Practice ladder

  • Week 1: The 2s, 5s and 10s, plus the idea that 0 times anything is 0 and 1 times anything is itself. See multiplication properties for the rules about zero, one and flipping the order.
  • Week 2: The 3s and 4s. Use arrays and the "one more group" trick.
  • Week 3: The 9s with the "one group less than 10 groups" trick, plus the 6s.
  • Week 4: The 7s and 8s, the hardest group. Many of them are already known from earlier weeks, such as 7 × 2 and 8 × 5.
  • Later: Mixed practice with times tables, then fill-in problems such as 6 × ? = 42 on missing factor sheets, which prepare your child for division. Once the facts are solid, how to teach long division is the natural next read.

For the full set of related skills, see the multiplication worksheets page.

FAQ

What grade should my child know multiplication facts? Most children meet multiplication in 3rd grade. Common Core standard 3.OA.C.7 asks for fluency with products within 100 by the end of 3rd grade, and many children keep polishing them in 4th.

Are timed tests a good idea? A little timing can show progress, but pressure makes many children freeze. Try beating yesterday's time on a short round, not a class-style race.

Should we use songs or apps? Songs work for some children and can be fun. Paper practice has an advantage: your child writes the answer, which helps it stick, and there is nothing else on the screen to pull attention away.

How long until the facts feel automatic? It varies a lot from child to child. Short daily practice for several weeks is a reasonable plan. If a few facts stay stubborn, give them their own small pile and keep going.

Should we learn division facts at the same time? Wait until the multiplication group feels comfortable, then link the two: if 6 × 7 = 42, then 42 ÷ 7 = 6.

Practice at home

Ten calm minutes a day, with a round that ends on a fact your child gets right, will serve you better than a big weekend push. Our printable multiplication facts worksheets cover the tables in small groups and mixed review, with answer keys for quick checking. Printing needs a free account.