Division means splitting into equal parts or groups.

Use knowledge of skip counting and division to solve problems relating to measure

Maths

In this unit pupils will explain when objects can and cannot be grouped or shared equally. In the future unit pupils will learn how to find the quotient for 2x 5x 10x tables. They will learn how a division equation with 2 as a divisor is related to halving and each part of a division equation and how they can be interchanged. They will use divisibility rules to solve problems.

In the prior unit pupils learned how a multiplication equation with 2 as a factor related to doubling and how a division equation with 2 as a divisor related to halving. They explained the relationship between factors and products. In this unit pupils will explain when objects can and cannot be grouped or shared equally.

Introduction to division structures

Use the number rods to help you find the missing number in this equation. 4 ÷ 2 = {{ }}

Use the number rods to help you find the missing number in this equation. 15 ÷ 5 = {{ }}

How many 2 cm long number rods are equal to 10 cm? {{ }}  

How many 5 cm long number rods are equal to 20 cm? {{ }} 

Aisha and Jun have a piece of card 25 cm long. How many 5 cm long pieces can they cut it into? {{ }}

Aisha and Jun have a piece of card 50 cm long. How many 10 cm long pieces can they cut it into? {{ }}

There are 20 cakes. 10 cakes go into each box. How many boxes are needed? 

There are 10 cookies. 2 cookies go into each bag. How many bags are needed?  

Aisha has 6 cookies. 2 cookies go into each bag.  How many bags does she use? {{ }} bags

Jun has 25 cakes. 5 cakes go into each box. How many boxes does he use? {{ }} boxes

There are 60 cakes. 10 cakes go into each box. 
How many boxes are needed? {{ }} boxes

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