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Make a Number Line to Subtract — Let's Practise!

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Basics on the topic Make a Number Line to Subtract — Let's Practise!

Using a Number Line to Subtract – Introduction

Get ready because today we're going to practise using a number line to subtract. It’s a great tool to help understand subtraction better. Ready to begin? Let's go!

What Does it Mean to Use a Number Line to Subtract?

Using a number line to subtract means starting with the larger number on the right side of the line and counting back by small amounts to find the answer.

For example, if you have the problem 30 - 12, you start at 30 on the number line and count back 12 steps to find the answer. Let’s practise this with some fun problems!

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What does using a number line to subtract mean?
How do you subtract 30 - 12 using a number line?
Why do we use this method?

Using a Number Line to Subtract – Example

Let's solve a problem using a number line to subtract:

Problem

If Emily has 30 seeds but only needs 12, how many will she have left?

Solution

Follow these simple steps to find the solution.

Step Explanation Result
Start at 30 on the number line Place 30 on the right end 30
Count back 12 steps Move 12 steps to the left 18

So, 30 minus 12 equals 18! Emily will have 18 seeds left.

Using a Number Line to Subtract – Guided Practice

Let's try another problem together.

Problem

If Noah has 46 sticks but only needs 20, how many will he have left?

Where do you start on the number line?

So, 46 minus 20 equals 26! Noah will have 26 sticks left.

26075SEO2_(1).png

Using a Number Line to Subtract – Application

Now, try solving this problem on your own:

Problem If Liam has 60 nails but only needs 28, how many will he have left?

Where do you start on the number line?

So, 60 minus 28 equals 32! Liam will have 32 nails left.

26075SEO3_(1).png

Using a Number Line to Subtract – Examples

To help yourself in becoming fluent in using a number line to subtract, have a look at some more examples and complete them by following the steps.

Problem Start at Count Back Solution
30 - 12 30 12 steps 18
46 - 20 46 20 steps 26
60 - 28 60 28 steps 32
50 - 15 50 15 steps 35

Using a Number Line to Subtract – Summary

Key Learnings from this Text:

  • Using a number line to subtract helps us understand subtraction by visualising it on a number line.
  • Always start with the larger number on the right side of the number line.
  • Count back by the smaller number to find the answer.

Keep practising using a number line to subtract to become a maths whiz! Check out more fun maths problems and activities on our website, such as subtraction by adjusting numbers, subtraction by counting on or using place value to subtract.

Using a Number Line to Subtract – Frequently Asked Questions

What is using a number line to subtract?
How do you represent a subtraction problem on a number line?
Why is this method helpful?
Can you give an example of using a number line to subtract?
What do you do after starting with the larger number on the right?
How do you find the solution after counting back?
Is this method only used for subtraction?
What should you remember when using a number line to subtract?
Where can I practise more problems like this?

Make a Number Line to Subtract — Let's Practise! exercise

Would you like to apply the knowledge you’ve learnt? You can review and practice it with the tasks for the video Make a Number Line to Subtract — Let's Practise!.
  • Can you use the number line to subtract?

    Hints

    Count back small amounts of the smaller number, 14. 14 can be broken up into a group of 10 and 4 ones.

    Start by subtracting 10 from 40.

    Solution

    40 - 14 = 26

    • Start by putting the larger number, 40, on the right.
    • Count back small amounts of the smaller number, 14.
    • 14 can be broken up into a group of 10 and 4 ones.
    • 40 - 10 = 30
    • 30 - 4 = 26

  • How do we subtract 43 - 16 on a number line?

    Hints

    Should you start with the larger number, 43, or the smaller number, 16, on the number line?

    Before you count back, what do you need to do?

    Solution

    Here are the steps for subtracting using a number line:

    • Start by putting the larger number, 43, on the right.
    • Break 16 into one group of ten and 6 ones.
    • Count back 10 from 43 to get 33. 43 - 10 = 33
    • Count back six ones from 33 to get 27. 33 - 6 = 27
    • Therefore 43 - 16 = 27
  • How many seeds will Mr. Squeaks have left?

    Hints

    Count back small amounts of the smaller number, 36.

    36 can be broken up into 30, 5 and 1.

    Start by subtracting 30 from 80, what do you get? Fill this in and continue subtracting.

    Solution

    80 - 36 = 44

    • Start by putting the larger number, 80, on the right.
    • Count back small amounts of the smaller number, 36.
    • 36 can be broken up into 30 and 6.
    • 80 - 30 = 50
    • 50 - 5 = 45
    • 45 - 1 = 44

  • How many spare stickers does Mr. Squeaks have?

    Hints

    Count back small amounts of the smaller number, 29. 29 can be broken up into 20, 5 and 4 ones.

    Start by subtracting 20 from 100. Continue subtracting small amounts.

    Solution

    100 - 29 = 71

    • Start by putting the larger number, 100, on the right.
    • Count back small amounts of the smaller number, 29.
    • 29 can be broken up into 20 and 9. 9 can be further broken into 5 and four ones.
    • 100 - 20 = 80
    • 80 - 5 = 75
    • 75 - 4 = 71

  • Can you help Razzi subtract?

    Hints

    We can split 20 into two tens, so start by subtracting 10 from 26. What do you get?

    Then subtract 10 again. What is the answer?

    Solution

    26 - 20 = 6

    • Start by putting the larger number, 26, on the right.
    • Count back small amounts of the smaller number, 20.
    • 20 can be broken up into two groups of 10.
    • 26 - 10 = 16
    • 16 - 10 = 6
    Therefore 26 - 20 = 6. Razzi has 6 cubes spare.

  • How many nails does Razzi have left?

    Hints

    27 can be broken up into 20 and 7.

    To get from 40 to 20, what do you subtract?

    Continue subtracting from 20 to reach the final answer.

    Solution

    40 - 27 - 3 = 10

    • Start by putting the larger number, 40, on the right.
    • Count back small amounts of the smaller number, 27.
    • 27 can be broken up into 20 and 7. 7 can be broken into 5 and 2.
    • 40 - 20 = 20
    • 20 - 5 = 15
    • 15 - 2 = 13
    • 13 - 3 = 10