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2.03 Subtraction without regrouping

Lesson

Are you ready?

Do you remember how to solve addition problems, using some different methods?

Use the number line, to help you find the value of $23+354$23+354.

300310320330340350360370380390
  1. $23+354$23+354 $=$= $\editable{}$

Vocabulary:
  • Another word that we can use to describe the ones place is 'units'.

  • You might notice that sometimes the standard algorithm is called the 'vertical algorithm'. Let's think about why. When we use the standard algorithm, we line our numbers up in 'vertical' place value columns.

Learn

Just like addition, we can use place value blocks (also called base $10$10 models) to solve addition. See how we do this in this video.

Learn

We can also use place value columns to solve subtraction problems working down our page. In this video we look at subtracting a number in the thousands from another number in the thousands.

Apply

Question 2

Use the number line to find the answer to $379-329$379329.

  1. First place $379$379 on the number line.

    370371372373374375376377378379380
  2. Place $329$329 on the number line.

    320321322323324325326327328329330
  3. Use the number line to work out the difference between $379$379 and $329$329.

    300310320330340350360370380

Remember!

When we are subtracting down the page, it's really important to start from the right (ones place) and work to the left, no matter how many digits our numbers have.

 

Outcomes

5.4

Create and solve single-step and multistep practical problems involving addition, subtraction, multiplication, and division of whole numbers

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