In this lesson, we will explore whether the product changes if different multiplication strategies are used. We will evaluate which calculation approaches are and are not correct for given problems.

In this lesson, we will learn to multiply numbers by 10 and 100. We will investigate the patterns that occur when multiplying numbers by 10 and 100, and describe these patterns using place value and place holders.

In this lesson, we will study the importance of place value and place holders when multiplying by 10 and 100. We will practise multiplying by 10 and 100 by drawing place value tables.

In this lesson, we will learn how to divide by 10 using wer understanding of place value. We will investigate the patterns that occur when dividing numbers by 10, and describe these patterns using place value.

In this lesson, we will learn how to multiply and divide whole numbers by 100. We will look at the properties of numbers that are a multiple of 100, and study examples and non-examples. We will discuss multiplying and dividing by 100 in terms of place value and place holders.

In this lesson, we will use the commutative property of multiplication, and our knowledge of inverse operations to help us derive new facts about general multiplication by, for example, rearranging equations in different ways.

In this lesson, we will learn to multiply 2 digit numbers by 1 digit numbers using arrays. We will construct suitable arrays to represent a number, and partition them to make a multiplication calculation clearer.

In this lesson, we will learn to multiply 2 digit numbers by 1 digit numbers using Dienes blocks. We will use visual representations to make multiplication processes clearer, and we will investigate when to regroup quantities when using Dienes blocks.

In this lesson, we will explore the commutative law in multiplication. We will investigate how partitioning a number in multiplication can help us compare two multiplication calculations and see if they have the same product.

In this lesson, we will investigate the commutative law in multiplication, and compare the property with how division behaves. We will explore the terms 'product' and 'dividend'.

In this lesson, we will learn how to divide a two digit number by a one digit number without regrouping. We will look at the key vocabulary: divisor, dividend and quotient. Lastly, we will represent division problems using Dienes blocks.

In this lesson, we will learn how to use the bar model when solving multiplication and division problems. We will analyse word problems to select the most important part of the text and determine the maths required, then translate this into a suitable bar model to help us solve the problem.

In this lesson, we will learn how to draw a bar model to solve multiplication and division problems. We will match appropriate calculations to the correct bar model diagram to help learn how they are constructed and how to interpret them.

In this lesson, we will deconstruct word problems to understand what maths questions are being asked. We will use bar models to help us interpret questions and we will decide what calculations are required to solve them.