Rational numbers and their properties.
The positioning system of numbers in decimal form. The binary number system and number systems used in some cultures through history, such as the Babylonian.
Numbers in fractions and decimals and their use in everyday situations.
Numbers in percentage form and their relation to numbers in fraction and decimal form.
Main methods of calculating using natural numbers and simple numbers in decimal form when calculating approximations, mental arithmetic, and calcu lations using written methods and calculators. Using the methods in different situations.
Strategies for mathematical problem-solving in everyday situations
Mathematical formulation of questions based on everyday situations.
Decimal Numbers (decimatal)
Review place value terms from last lesson.
This lesson we will discuss the rules for rounding. When your digit is 4 or less you round down. When the digit is 5 or greater you round the number up. This rule still applies for decimals as it does for whole numbers. We will practise rounding to the nearest whole number as well as to the nearest tenth.
Review Rounding Decimal numbers to the nearest whole number and tenth. Introduce a few examples of rounding to the nearest hundredth as well. The rules for rounding stay the same as with whole numbers.
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Review steps for adding and subtracting whole numbers.
Review column multiplication (med uppställning)


Review steps for long division.

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In this lesson, students will review using a range of operations with decimal values. We will review decimal place values, ordering, rounding and comparing decimals, as well as adding, subtracting, multiplying and dividing decimal numbers.
In this lesson, students will learn to convert decimal numbers to percentages.

In this lesson, students will review how to convert fractions to decimals. We will also practise converting between fractions, decimals, and percentages.
Students will practise dividing proper and improper fractions to find decimal numbers. We will continue to practise converting these numbers to percentages as well to consolidate the methods before the checkpoint.
Equivalent fractions are two fractions that are equal to one another e.g. 2/10 and 1/5

Students will review concepts from the last lesson, creating equivalent fractions.
In this lesson,


In today's lesson, students will review the following topics from the unit:
The checkpoint will cover topics from the entire unit. It will be used to find which areas of the unit students require more practise and clarification before the assessment.
We will discuss the methods and solutions to the questions on the checkpoint. From this we will see the areas with misconceptions.
In this lesson, students will have the opportunity to solve a range of questions reviewing topics from the whole unit.
Number Sense (Fractions and Decimals): Decimal and Number systems,