Splitting an object or value down into smaller parts.

Any of the multiplication results we get leading up to an overall multiplication result.

Multiply a 3-digit by a 1-digit number using partitioning

Maths

Multiply a 3-digit by a 1-digit number with no regroups

Multiply a 3-digit by a 1-digit number with one or two regroups

Multiply a 3-digit by a 1-digit number with multiple regroups

Use estimation to support accurate calculation

In this unit pupils will learn to multiply a 3-digit number by a single-digit number using expanded and short multiplication.  In the future unit pupils will learn why the product stays the same when one factor is doubled and the other is halved and explain the effect on the product when scaling the factors by the same amount.

In the prior unit pupils multiplied a 2-digit number by a single-digit number using partitioning and representations and used expanded multiplication and short multiplication. In this unit pupils will multiply a 3-digit number by a single-digit number using expanded and short multiplication.

In this unit pupils will multiply a 3-digit number by a single-digit number using expanded and short multiplication.

Multiplication by partitioning leading to short multiplication (3 by 1-digit)

What is the missing multiple: "24, 32, 40, {{ }}, 56, 64

The numbers highlighted in purple are known as:

365 is made of 3 hundreds {{ }} tens and 5 ones.

Select the correct grid model for: 4 x 243

Choose the correct partial product expression.

Using an informal method solve this question: Three apples weigh 121 g each. What is the total mass?

What comes next in the sequence? 36, 33, 30, {{ }}

Use any informal method to calculate 32 x 3.

Multiply a 3-digit by a 1-digit number using partitioning

Lesson outcome