How to actually memorize the multiplication tables
June 2, 2026 · 8 min read
Most kids don't fail at multiplication because the facts are hard. They fail because the facts get practiced in the wrong order, all 100 at once, with no way to tell which ones are actually stuck yet and which ones just look stuck because they haven't been isolated.
Why re-reading the table doesn't work
Staring at a times table chart feels like studying, but it barely moves the needle. The fact that actually sticks is the one a kid has to pull out of memory under a little bit of pressure — psychologists call this the testing effect: retrieving an answer strengthens the memory of it far more than passively re-reading the same answer did. That's the whole case for drilling instead of reviewing, and it's why a generated worksheet a kid has to solve cold beats a chart they can just look at.
It also explains why a table drilled once and never touched again fades within a week or two. Spaced repetition — the same facts coming back on a delay, not crammed once — is what turns "knew it Tuesday" into "still knows it a month later." A single long session the night before a quiz produces the first kind of knowing, not the second.
The order that actually works
Not all 100 facts in a times table are equally hard, and drilling them as if they were wastes time on the ones that are already basically free.
1. Confirm the easy quarter first

Four groups of facts are usually known — or one short explanation away from known — before formal drilling starts:
- Anything ×1 — the answer is the other number, no calculation involved.
- Anything ×10 — add a zero, and most kids have this pattern by second grade.
- The squares (3×3, 4×4, 5×5…) — each one only has to be learned once, not as a pair.
- Anything ×2 — it's just doubling, which most kids can already do before multiplication is formally taught.
Confirming those takes about two minutes and cuts a "whole times table" down to a genuinely shorter list — usually somewhere around half the facts, not all of them.
2. Drill commutative pairs together

7×8 and 8×7 are the same fact wearing two hats, but kids often drill them as if they were unrelated — twice the practice for one piece of knowledge. Teaching the pair together from day one, and saying "and its flip" out loud each time, cuts the real memorization list roughly in half again.
Lifehack: for the 9 times table specifically, the finger trick still works and is worth teaching directly — hold up 10 fingers, fold down the finger matching the number being multiplied by 9, and the fingers left on either side of the fold read out the answer's tens and ones digit. 9×6: fold the 6th finger, five fingers on the left (5 tens), four on the right (4 ones) — 54.
3. Save the two hardest facts for last, on purpose
Ask any classroom what 6×7 and 7×8 are, and you'll get the longest pause and the most guessing of the whole table. Neither has a clean skip-counting shortcut or a doubling pattern to lean on — they simply have to be drilled until they're automatic. Knowing that in advance means not being surprised when they take longer than everything else, and not mistaking normal difficulty for a sign something's wrong.
A daily drill routine that sticks

Ten facts a day for two weeks beats the whole table crammed into one Sunday afternoon — not because the total time is different, but because spaced repetition gives each fact a chance to move into long-term memory between sessions instead of being forgotten by the next one.
A workable routine:
- Pick today's ten — mostly facts from the "still shaky" pile, plus two or three already-solid ones mixed in, so the sheet isn't 100% new material.
- Time it, loosely — not for pressure, just to notice if today's sheet took longer than yesterday's on the same facts.
- Check the first three answers before the rest — see the section below for why these matter more than the last three.
- Circle, don't erase, the wrong ones — a visibly wrong answer flags exactly which fact needs another day, where an erased one leaves no trace of what to drill next.
- Fresh sheet tomorrow, same weak facts weighted in — a reused sheet lets a kid remember the position of an answer instead of the answer itself, which defeats the point.
A generated multiplication sheet with the factor range dialed to just the facts still being drilled does steps 1 and 5 automatically — new numbers, same range, every day.
Watch the first three answers, not the last one
Whether a sheet got finished tells you almost nothing. How the first few problems went tells you a lot. An instant, confident answer on problem one usually means that fact — or the whole difficulty level — is too easy to be useful practice. A long pause or an eraser coming out on problem one usually means it's too hard for today. The right level sits between those two reactions, and it's visible in the first minute, long before the sheet is done.
Know when a fact is actually done

A fact is memorized when the answer comes back in under about two seconds, with no visible finger-counting and no mouthing the sequence under their breath. Anything slower than that is still being calculated, not recalled — which isn't a failure, it's useful information about which facts need a few more days before they're retired from the drill pile.
For picking the right difficulty band to drill at in the first place, see the parent's guide to picking difficulty. And once the times tables are solid, long multiplication is the natural next step — it's built entirely out of the same single-digit facts, chained together.
FAQ
What age should a kid know their times tables by?
Most curricula expect the 1–12 tables fluent by the end of third grade (around age 8–9), but the honest range is wide. A kid who's solid on 2s, 5s, and 10s by second grade is on track; the harder facts (6×7, 7×8, 8×9) commonly aren't automatic until well into fourth grade, even for kids who are otherwise ahead.
Is skip counting cheating?
No — it's a legitimate bridge, not a shortcut to ban. A kid who skip-counts to reach 6×4 is still faster and more reliable than one who's guessing. The goal is for skip counting to fade out on its own as the fact gets drilled directly, not to forbid it before that's happened.
My kid knows 7×8 in isolation but freezes when it's mixed with other facts. Why?
That's a normal stage, not a regression. A fact drilled alone is being recalled from a short list of one; the same fact mixed into a full sheet has to be picked out from the whole table. Mixed practice is harder by design — it's also the only version of practice that matches how the fact actually gets used later, so it's worth pushing through rather than dropping back to isolated drill.
How long does it actually take to memorize a full table?
For a table drilled ten facts a day with real daily repetition, two to three weeks is a realistic range to get from shaky to automatic — faster for the easy quarter (1s, 10s, squares), slower for 6×7/7×8-tier facts, which can take a few extra sessions on their own.
Should I use flashcards or worksheets?
Both test the same thing, but a worksheet forces mixed, timed retrieval across the whole table at once, which is the harder and more useful version of practice. Flashcards work well for isolating two or three facts a kid keeps missing; a full sheet is what shows whether those facts hold up mixed in with everything else.