Multiplication table up to 1000

Multiplication table up to 1000

After learning the basic multiplication table (up to 100), it's time to move on to multiplication tables with larger numbers and not just any larger numbers... multiplication tables up to 1000. While this might sound scary, if you already remember the multiplication table up to 100, it will be very simple for you. In this article, we'll explain exactly how to do it!

How to remember the multiplication table up to 1000

Let's start with the fact that we don't actually memorize the multiplication table up to 1000, but rather all we need to do in multiplication problems with large numbers is break down the problem into smaller numbers that we do know how to solve.

Multiplication table up to 1000

After learning the basic multiplication table (up to 100), it's time to move on to multiplication tables with larger numbers and not just any larger numbers... multiplication tables up to 1000. While this might sound scary, if you already know the multiplication table up to 100, it will be very simple for you. In this article, we'll explain exactly how to do it!

How to remember the multiplication table up to 1000

Let's start with the fact that we don't actually memorize the multiplication table up to 1000, but rather all we need to do in multiplication problems with large numbers is break down the problem into smaller numbers that we do know how to solve.

For example: in the exercise 13X12 we can break down the exercise into two parts

13X10=130

13X2=26

And then all we need to do is add the two results and that will be the answer to the exercise

130+26=156

Another, more difficult example: 23X41

In this exercise, it's advisable to break down the problem into separate multiplication steps between tens and ones. In fact, we will have several steps here

Step 1: Multiply the ones digit of the first number by the tens digit of the second number

3X40=120

Step 2: Then multiply the ones digit of the first number by the ones digit of the second number

3X1=3

Step 3: Multiply the tens of the first number by the tens of the second number

20X40=800

Step 4: Then multiply the tens of the first number by the ones of the second number

20X1=20

Step 5: The final step is to add all the results and this will be our answer

120+3+800+20=943

Once we break down the "scary" exercise into smaller numbers that we know how to solve, it becomes much simpler.

So as you saw, there's no need to memorize the multiplication table up to 1000, and there's also no need to calculate everything in your head. You can break down the exercise into steps on paper to reach the desired result.

This process is actually relevant for any number you want to multiply even if it exceeds 1000, but as the numbers get larger, naturally we will have more steps on the way to the solution.

So to help you a bit more, we prepared a table with all multiplication table products up to 1000 for printing, as well as an additional empty table - for practice

(to print, right-click on the image and then click Print)

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Multiplication table up to 1000 for printing

Detailed multiplication chart up to 1000. Organized into four sections displaying calculations for numbers 1 to 100.

And here is an empty multiplication table up to 1000 for practice

Blank multiplication chart up to 1000. Divided into four sections for numbers 1 to 100, with Tutorela branding at the bottom.