*Multiplication charts! They’re a super handy math tool for children learning their times tables. *

Want to know what a **multiplication chart** is, how to use one, or indeed why this math tool is even useful?

Then you’re in luck!

Today’s post is all about multiplication charts.

**Plus, at the end of this post, you can download your own printable versions.**

So, without further ado, let’s get cracking.

**What is a multiplication chart?**

A **multiplication chart** (sometimes also known as a multiplication table or multiplication grid) is an incredibly helpful math tool.

It shows times tables in grid form like so:

The multiplication chart above shows all times tables from 1 to 10.

You can see (in the yellow boxes) that the numbers 1 to 10 run horizontally along top of the chart and they also run down the left hand side as well.

You can see from the pictures below that on a multiplication chart, each times table runs both horizontally…

…and vertically:

Now while the above chart shows times tables from 1s up to 10s, some multiplication charts may show time tables up to 12s. In theory multiplication charts can have *limitless* times tables (although if there are too many it may be hard to fit them all on one piece of paper…)

**The brilliant thing about a multiplication chart is that you can use it to quickly find the product of two numbers. **

This is really helpful when a child is learning or revising their multiplication facts.

Let’s take a look.

(Psst! When you’ve finished reading this post, don’t forget to have a browse of my other free activities in the **Free Printables Library!**)

**How do you use a multiplication chart?**

It’s really easy to find the product of two numbers using this chart.

The best way to explain this is to use an example.

So, let’s say we want to know what 5 x 4 is.

To find 5 x 4, we must find the row that shows the 4 times tables and the column that shows the 5 times table. Then we look for the box where the they overlap:

As you can see here, the 5 row and 4 column overlap here at the number 20.

So the chart tells us that 5 x 4 = 20 (which is correct – yay!).

**Another example?**

Let’s take another example, say 9 x 6.

First locate the row with all the multiples of 9. Next find the column with the multiples of 6.

Follow both rows along until they meet. The box where they overlap will tell you the product of 9 and 6. And that’s 54. Check!

**Does the order matter?**

Now the great thing about multiplication is that **the order of the two number you are multiplying doesn’t matter**.

For example 9 x 6 is equal to 6 x 9. Or 2 x 8 is equal to 8 x 2.

And this is also true of the multiplication chart.

Let’s look back at our 9 x 6 example.

You can see by looking at the chart below that it doesn’t matter whether you take the row of 6s and the column of 9s **or** the row of 9s and the column of 6s. You still get the answer 54:

Clever, eh?

In fact, if you look closely, you’ll see that the chart can be divided into two halves with a diagonal line from the multiplication sign down to the bottom corner with the number 100.

The numbers in the bottom part of the chart are reflected in the top part. And whether you use the top part to find the product of two numbers or the bottom part of the chart, the answer will be the same.

**Why is a multiplication chart helpful?**

A multiplication chart is really useful for a number of reasons:

**1.** **It’s a handy reference tool**

A multiplication chart is so valuable because it shows all the times tables clearly in just one grid. It’s a handy reference tool for children who need to learn and memorize their multiplication facts.

A multiplication grid like this can also be really helpful in situation when a child needs to work out multiplication facts in order to practise *a different *math skill.

For example, a child who’s working on finding areas of rectangles would find it difficult if they didn’t know their times tables (you have to multiply the width by the length to find the area). Being able to use a multiplication grid as a reference means that child can still be successful at finding the area of rectangle even though they’re not yet able to recall their multiplication facts with confidence.

**2. It’s great for times table practice**

A blank multiplication grid or chart is a great way to practise times tables. By filling in the chart, a child is practising **every single multiplication fact** from 1 x 1 up to 10 x 10 (or 12 x 12 or more, depending on the chart!).

Being able to recall multiplication facts quickly and accurately is so important for children when learning math. Times tables crop up in so many areas of math. Plus being able to recall multiplication facts easily also comes in useful in day-to-day life.

If your child wants to practise times tables with an empty multiplication grid, you can download both a completed and empty multiplication chart printable at the end of this post.

**Related post:** **Which times tables should you learn first? **

**3.** **Good for spotting multiplication patterns**

A multiplication chart is a good way to spot patterns, both in the chart itself and within each individual times table.

For example, let’s look at square numbers. A square number is the product of a number multiplied by itself. For example 25 is a square number because it’s equal to 5 x 5. In the chart, square numbers form a straight diagonal line across the chart like so:

Also, organised clearly in rows, you can spot patterns within each individual times table. For example, in the 10 times table you can see that the digit in the ones position is always a 0. Or, when looking at the 9 times table, the digit in the ones position decreases by 1 as the multiples of 9 get bigger.

**DOWNLOAD YOUR OWN MULTIPLICATION CHARTS HERE!**

If you’re looking for printable multiplication charts then you’re in luck. You can download my free pdf printable multiplication charts, for both 1-10 and 1-12 right here:

**Need more multiplication facts practice?**

Take a look at these:

*Thanks for reading today’s post about times tables and multiplication charts. Happy multiplying!*

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