Explain that objects can be grouped equally

Maths

Identify and explain when objects cannot be grouped equally

Explain the relationship between division expressions and division stories

Calculate the number of equal groups in a division story

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

Skip count using the group size to find the number of groups

Explain that objects can be shared equally

Use skip counting to solve a sharing problem

Skip count to find the group size in a sharing problem

Solve a variety of division problems, explaining understanding

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.

In this unit pupils will use practical resources to model and explain when objects can and cannot be grouped or shared equally. They will then represent practical situations using division expressions and equations.

Introduction to division structures

Look at the counters. How many counters are there in each group? {{ }}

Look at the bar model. How many groups of 4 does it represent? {{ }}

Look at the equation. Match each number with what it tells us.

There are 3 pairs of shoes. How many shoes are there altogether? {{ }} shoes

There are 3 hands. How many fingers are there altogether? {{ }} fingers

There are 6 pairs of socks. How many socks are there altogether? {{ }} socks

Jun has three 10 p coins. How much money does Jun have in total? {{ }} p

Explain that objects can be grouped equally

Lesson outcome