Why can my child say the times tables in order but not when I mix them up?

A child who can chant the sevens in order but has to count up when you ask "what's 7 × 6?" usually knows the song, not the single facts. Each answer leans on the one before it. To help, ask a few facts out of order, have your child say the whole fact back, and stop while it's still going well.

Why the song works and the mixed-up question doesn't

When your child says "7, 14, 21, 28, 35, 42," each number follows from the last. The rhythm and the previous answer do most of the work. That is real learning, and it's useful. Counting by sevens is how many children first meet the times tables.

A question like "what's 7 × 6?" arrives with no run-up. There's no earlier number to lean on, so your child goes back to the start and counts: 7, 14, 21, and on up to 42. They get there, but slowly, and partway through they may lose track of how many sevens they've counted.

It's a bit like a phone number you only know by saying all of it. Ask for just the last four digits and you have to run through the whole thing in your head first.

The goal isn't to get rid of the chant. It's to help each fact stand on its own, so 42 comes to mind for 7 × 6 without the five steps before it.

What to do tonight

You don't need worksheets or a long session. A few minutes and a few facts, asked in a different order than the chart, are enough to start.

Ask facts out of order, a few at a time

Pick three or four facts from one table, such as 7 × 3, 7 × 6, 7 × 8 and 7 × 4. Ask them in a jumbled order, then again in a different order. Keep the group small. Jumping around a whole table at once is where children start guessing.

If your child counts up from 7, let them get there. Then ask the same fact again a minute later, after a different one. The second time is often quicker, because the answer is still close at hand without the song.

Have them say the whole fact

When the answer comes, ask your child to say the full fact back: "7 times 6 is 42," not just "42." Saying the question and the answer together helps them stick as one piece, instead of as a stop partway along the song. It feels slow at first. That's fine.

Mix in a couple they already know

Put one or two easy facts into the group, like 7 × 2 or 7 × 10. They give your child a quick success between the harder ones and keep the evening from feeling like a string of hard questions. A child who is answering well keeps trying.

Keep it short and stop while it's going well

A few minutes is plenty. End right after a fact they got without counting, even if you meant to ask more. A short practice that ends well makes the next one easier to begin.

How you'll know it's working

Over a week or two, you'll notice the pause before each answer getting shorter. Your child may still whisper the chant for a hard fact now and then, and that's fine. What you're watching for is 7 × 6 arriving on its own, in any order, without starting back at 7.

Once one table starts to feel that way, the same approach works for the next one. Nothing about it changes: a few facts, out of order, said in full, and a short finish.

A calm place to start

Knowing the times tables in order is a good foundation, not a problem to fix. Asking facts out of order simply helps each one stand on its own.

If you'd like another easy way to practice single facts at home, try Flash Cards for free.

When you're ready for more practice later, Founding Scholar adds Extra Practice.