How Do You Learn Times Tables Fast?

Key takeaways

• There is no shortcut that replaces practice. What separates fast learners from slow ones is consistency: a few minutes on most days, sustained for weeks.

• Test yourself rather than reread. Cover the answer, pull it from memory, then check.

• A 12 × 12 table looks like 144 facts. Strip out the mirror images and the easy families and roughly 21 facts are genuinely hard. Aim your practice there.

• Mix the tables together once each has been introduced. Twenty minutes of nothing but 7s builds a speed that vanishes when the questions are shuffled.

• Numbio's Times Tables trainer covers 1 × 1 to 20 × 20 and lets you select the exact rows and columns you want, while daily goals and practice reminders handle the consistency part.

How do you learn times tables fast?

Test yourself instead of studying, in short sessions spread across weeks, on questions mixed from different tables, concentrated on the facts that are actually difficult. Every other decision is a variation on those four.

None of them is a shortcut. Times tables are recall, and recall is built by repetition over time. Good method does not remove the practice, it makes each minute of it count for more.

How many times-table facts do you actually have to memorize?

About 21, not 144.

Multiplication is commutative, so 3 × 7 and 7 × 3 are one fact stored once. That takes the 12 × 12 grid from 144 cells down to 78 distinct pairs.

Then whole families drop out because they are rules rather than memories. The 1s are trivial, the 10s are place value, the 2s are doubling. The 5s are half of the 10s and end in 0 or 5, so they check themselves. The 11s up to 9 are a repeated digit, and the 9s carry the digit-sum pattern: the digits of the answer always add to 9.

Remove those six factors and what survives is every pair drawn from 3, 4, 6, 7, 8, and 12. That is exactly 21 facts, including every one that gives people trouble: 6 × 7, 7 × 8, 8 × 12.

This is the biggest efficiency gain available, because a learner drilling all 144 cells evenly spends most of their practice confirming what they already know. Several of the easy patterns are spelled out in our roundup of mental math tricks.

Why doesn't rereading the times table work?

Because recognizing an answer and producing one are different abilities, and only the second one gets tested.

In Roediger and Karpicke's 2006 experiment, 180 undergraduates either read a passage four times or read it once and then recalled it from memory three times. Five minutes later the rereaders led, 83 percent to 71. A week later that inverted: 61 percent for the retrieval group, 40 for the rereaders, who had also rated themselves more likely to remember it.

That study used prose rather than arithmetic, so applying it here is an inference, and the math-specific evidence below points the same way. The practical rule: a list you read is a list you recognize, and a list you cover, answer, then check is a list you retrieve.

How often should you practice times tables?

Five to ten minutes on most days, sustained over several weeks. Frequency matters more than session length, and consistency matters more than either.

Cepeda and colleagues showed in 2008, across more than 1,350 people, that the best gap between sessions scales with how long the knowledge has to last: roughly 20 to 40 percent of a one-week horizon, falling to about 5 to 10 percent of a one-year horizon. So daily short sessions while facts are new, then a deliberate revisit every few weeks. Tables learned in a burst and never revisited decay on schedule.

For a sense of the finish line, England's national multiplication tables check allows six seconds per question at age 8 or 9. In 2025, 37 percent of pupils scored full marks (Department for Education, 2024/25). Six seconds is enough time to recall a fact and not enough to count up to one.

Should you drill one times table at a time?

Only long enough to introduce it. After that, mix.

Blocked practice flatters the learner. Twenty consecutive questions from the 7s means that after the first two you are adding 7 to the previous answer rather than retrieving anything. Shuffle the questions and that scaffolding disappears.

Rohrer and colleagues tested this in 2020 with 787 seventh-grade students across 54 classes, randomly assigned to interleaved or blocked assignments over four months. On an unannounced test a month later, the interleaved group scored 61 percent against 38. The trial used general seventh-grade math rather than times tables, so treat the size of the gap as indicative. The mechanism transfers: blocked practice tells you which answer family you are in before you have read the question.

How do you practice times tables in Numbio?

Numbio has a dedicated Times Tables trainer among the special trainings in the Trainer tab, covering multiplication facts from 1 × 1 to 20 × 20.

Selection works as a grid: you pick rows and columns independently, anywhere from 1 to 20 on each axis. That is what makes the 21-fact idea above usable rather than theoretical. Select 3, 4, 6, 7, 8, and 12 on both axes and you are drilling the hard core directly, instead of spending four fifths of your practice on the 1s, 2s, 5s, and 10s. Four presets cover the usual ground if you would rather not think about it: 5 × 5, 10 × 10, 12 × 12, and 20 × 20.

Two details make the practice harder in the way that helps. Questions are drawn across your whole selection rather than marched through one table in order, so each one is a retrieval rather than a count-on from the previous answer. And a trainer setting switches the hidden value from the answer to a random element, turning some questions into 7 × ? = 56, which is a different retrieval and much harder to pattern-match through.

Consistency is handled separately. You set a daily practice goal, from 5 minutes up to 30, and progress is tracked against it alongside a streak. Five or ten minutes is the honest recommendation for times tables. Practice reminders can be scheduled on the weekdays you choose at the time you choose, with a separate evening nudge that fires only when a streak is about to lapse. Progress statistics show which facts are still slow, so practice keeps pointing at the hard ones. The features page covers the rest.

The bottom line

Times tables are not a puzzle to be cracked. They are recall, and recall gets built by showing up: a few minutes most days, for several weeks, without long gaps. Every method in this article makes that practice more efficient, and none of them substitutes for it.

Within that, three choices do the heavy lifting. Retrieve rather than review, mix the tables rather than block them, and practice briefly and often rather than at length and rarely. Each feels worse in the moment and measures better a week later. Aim all of it at the 21 facts that are genuinely hard, and the rest of the grid largely takes care of itself.