# Should My 2nd Grader Start Learning Times Tables Early?
Author: Sonakshi Arora
Author URL: https://www.monstermath.app/blog/author/sonakshi-arora
Published: 2026-10-14
Category: Math learning
Category URL: https://www.monstermath.app/blog/category/math-learning
Meta Title: Should My 2nd Grader Learn Times Tables Early?
Meta Description: Times tables are a third grade skill. Here's what second graders should work on instead, and why it prepares them better than an early start.
Tags: multiplication, 2nd grade math, times tables
Tag URLs: multiplication (https://www.monstermath.app/blog/tag/multiplication), 2nd grade math (https://www.monstermath.app/blog/tag/2nd-grade-math), times tables (https://www.monstermath.app/blog/tag/times-tables)
URL: https://www.monstermath.app/blog/should-my-2nd-grader-start-learning-times-tables-early

**TL;DR:** _There's useful multiplication groundwork to do in second grade, but times tables aren't it. Your second grader has a different memorization job this year, and finishing that one is better preparation than getting a head start on next year's._

It's a very reasonable thing to worry about. You've heard that third grade is when multiplication really lands, someone at pickup mentioned they've been doing flashcards in the car since September, and nobody wants their child to be the one struggling to keep up.

So here's the reassuring bit: you're probably already doing more preparation than you realize, and the thing that would help most isn't times tables at all.

## So, should you start?

Start the groundwork by all means. You can still leave the actual times tables practice for next year.

Second grade already has a multiplication job tucked inside it. It just doesn't look much like multiplication, which is why it's easy to walk straight past on the way to what feels like the real thing.

## What second grade is actually meant to cover

If you go and look at the second-grade standards, there's a whole section headed " **Work with equal groups of objects to gain foundations for multiplication.**" So the groundwork is in there, and it's named as such.

What it asks for is pretty gentle. Children [use addition to find the total number of objects arranged in rectangular arrays with up to 5 rows and up to 5 columns, and write an equation to express the total as a sum of equal addends](https://www.thecorestandards.org/Math/Content/2/OA/). They also work out whether a group of things is odd or even, by pairing them up or counting in twos.

Equal groups, small arrays, counting in twos. No tables anywhere.

Those arrive the year after. The third-grade standard asks children to [fluently multiply and divide within 100, using strategies such as the relationship between multiplication and division, and by the end of Grade 3 know from memory all products of two one-digit numbers](https://www.thecorestandards.org/Math/Content/3/OA/C/7/).

It's worth noticing the order of that sentence. Strategies first, memory by the end of the year. Even in third grade, the recall is meant to grow out of understanding rather than turn up ahead of it.

A child who sees three groups of four objects and works out 4 + 4 + 4 = 12 is already learning how multiplication works. They don't need to know the times table to understand the idea. That understanding is exactly what second grade is meant to build.

![what multiplication looks like in 2nd grade](https://prod.superblogcdn.com/site_cuid_cm6t228tz007prqzd9vdoqb9s/images/what-multiplication-looks-like-in-2nd-grade-1791892348364-compressed.webp)

## The memorization job your child does have this year

This is the part most parents haven't come across, and it rather changes the question.

Second grade has its own "know from memory" line, and it's about addition. Children are expected to [fluently add and subtract within 20 using mental strategies, and by the end of Grade 2 know from memory all sums of two one-digit numbers](https://www.thecorestandards.org/Math/Content/2/OA/).

That's this year's assignment, and it happens to matter for multiplication more than any head start would. Multiplication sits on top of addition. A child who's still counting on their fingers for 8 + 7 will find 8 × 7 genuinely exhausting, not because they can't grasp multiplying but because every step of it costs them something.

So if you've got fifteen minutes a day and you're wondering where to put them, addition facts are the better bet.

### What to do if addition facts are the sticking point

Worth saying what that actually looks like, because "work on addition facts" can sound a lot like "do more flashcards," and that's usually not the answer.

Fluency grows out of strategies rather than repetition, and the standards say so themselves. Second grade's fluency requirement points back to a first-grade standard that lists them out: [counting on, making ten, decomposing a number leading to a ten, and creating equivalent but easier or known sums](https://www.thecorestandards.org/Math/Content/1/OA/).

In practice that means 8 + 7 becomes 8 + 2 + 5, because getting to ten first is easier and then adding 5 more is easier. And 6 + 7 becomes 6 + 6 + 1, because your child already knows that double six is twelve.

A child working that way isn't stalling or taking shortcuts. They're doing exactly what they're supposed to be doing. Used enough times, the strategy speeds up until the answer just arrives on its own, and that's what the practice is actually for.

It's the approach we built [Monster Math](https://www.monstermath.app) around, for what it's worth: children see the strategy visually first, and the recall comes out the other end.

![Addition strategies for 2nd graders](https://prod.superblogcdn.com/site_cuid_cm6t228tz007prqzd9vdoqb9s/images/addition-strategies-for-2nd-graders-1791893102700-compressed.webp)

## Things you can do that really do help

All of these suit a second grader, none of them needs a flashcard, and they'll all make next year easier.

**Skip counting, starting with the easy ones.** Twos, fives and tens first, because the patterns are easy to hear and children tend to pick them up quickly. Threes and fours can come later. As they skip count, show them the groups they're counting. Saying 3, 6, 9, 12 while pointing to four groups of three helps connect the pattern to what multiplication actually means. Counting round a clock face in fives is free practice and doesn't feel like homework. Our guide to [skip counting](https://www.monstermath.app/blog/what-is-skip-counting-definition-examples-how-to-teach-it) has more on building it up.

**Noticing arrays out in the world.** Egg boxes, muffin tins, window panes, the squares on a bar of chocolate. Ask how many there are without counting one by one, and let your child find their own route to the answer. That's almost exactly what the standard asks for, and it costs nothing.

**Doubles.** Your child very likely already knows that double four is eight - which means they already know most of the two times table. Telling them that is a surprisingly lovely moment. Doubling also opens the door to fours later on, since four of something is just double, then double again.

**Talking about equal groups.** Saying "three groups of four" out loud while you're laying the table or handing out snacks does more than it sounds like. A child who's been hearing that phrase all year walks into third grade already knowing what their teacher means.

## If your child wants to start early anyway

Then let them. A second grader who's curious because an older sibling is chanting times tables will usually pick up the twos, fives and tens happily, and there's no reason to hold them back.

The only thing to check is whether addition facts are comfortable first. If those come automatically, a bit of early multiplication is good fun. If they're still hard work, the time is better spent there.

On the other hand, if math is something your child finds difficult, starting earlier isn't really the lever. Practice does help - [fact fluency interventions for students with mathematics difficulties produced an educationally meaningful average effect](https://pmc.ncbi.nlm.nih.gov/articles/PMC13069136/) across 35 studies. But that's structured, supported practice, not an extra year of drilling begun ahead of time.

## A few things you should avoid

**Flashcards before the meaning is there.** A child who can say "six sevens are forty-two" without knowing it means six groups of seven has memorized a sound rather than a fact, and it tends to come apart under pressure.

**Beginning with the hard ones.** Sevens and eights are where children most often get stuck and decide they're bad at this. Twos, fives and tens build the confidence that carries them through the rest.

**Timing anything at the kitchen table.** There's no need to turn math practice into a race. Give your child time to think, work things out, and build confidence without the pressure of a ticking clock.

**Making it the nightly routine.** A whole year of multiplication practice before it's even been taught risks turning math into a chore before the real work has started.

## Where you should put the effort

If there's one thing to take away: your second grader very likely has an addition fact job to finish this year, and finishing it is the best preparation for multiplication there is.

Add a bit of skip counting and some array-spotting on top, keep it to ten minutes, keep it light, and they'll arrive in third grade with the foundations their teacher is quietly assuming they have. If you'd like to see what's coming, our guide to [third-grade math milestones](https://www.monstermath.app/blog/3rd-grade-math-milestones-and-the-multiplication-leap) walks through it.

## FAQs

### What grade do kids learn times tables?

Third grade, under the Common Core. The standard asks children to fluently multiply and divide within 100 and to know from memory all products of two one-digit numbers by the end of that year. Second grade covers the foundations instead - equal groups, arrays and skip counting.

### Is it bad to teach times tables early?

Not bad, but usually not the best use of the time. Second grade has its own memorization requirement, which is knowing all sums of two one-digit numbers from memory by the end of the year, and multiplication builds on exactly that. If addition facts aren't automatic yet, they're the better priority.

### What should a 2nd grader know before learning multiplication?

Addition and subtraction facts within 20 recalled from memory, skip counting in twos, fives and tens, and the idea that a rectangular array can be counted in equal groups rather than one at a time. Those three cover most of what third grade assumes.

### Which times tables should my child learn first?

Twos, fives and tens. The patterns are easy to see and hear, which builds confidence early. Sevens and eights are where children most often get stuck, so they're the worst place to begin.

### My 2nd grader is interested in times tables. Should I let them?

Yes, as long as it's their idea and it stays playful. A curious child who wants to learn the twos and fives shouldn't be held back. Just check that addition facts are comfortable first, and leave speed out of it.

## References

- Common Core State Standards for Mathematics, Grade 2 - Operations & Algebraic Thinking. [https://www.thecorestandards.org/Math/Content/2/OA/](https://www.thecorestandards.org/Math/Content/2/OA/)

- Common Core State Standards for Mathematics, Grade 3 - Operations & Algebraic Thinking, standard 3.OA.C.7. [https://www.thecorestandards.org/Math/Content/3/OA/C/7/](https://www.thecorestandards.org/Math/Content/3/OA/C/7/)

- Common Core State Standards for Mathematics, Grade 1 - Operations & Algebraic Thinking. [https://www.thecorestandards.org/Math/Content/1/OA/](https://www.thecorestandards.org/Math/Content/1/OA/)

- Douglas, G. P., Myers, J. A., Mason, K. K., Powell, S. R., & Lariviere, D. O. (2026). A meta-analysis of mathematics fact fluency interventions for students with mathematics difficulties. _Journal of Learning Disabilities, 59_(3), 135–160. [https://pmc.ncbi.nlm.nih.gov/articles/PMC13069136/](https://pmc.ncbi.nlm.nih.gov/articles/PMC13069136/)


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