Maths is taught to all pupils in Year 7, with classes set according to ability. This allows teachers to scaffold the work accordingly. The Year 7 SOW intends to consolidate and build upon knowledge acquired at KS2. We aim to develop mathematical fluency, reasoning and enable our pupils to be competent in solving problems.
UNIT 1 – SEQUENCES
Exploring sequences, understanding algebraic notation and equality
- Describe, continue and find missing terms in diagrammatic and numerical sequences
- Term to term rules of sequences
- Know the difference between linear and non-linear sequences
- Describe, continue and find missing terms in non-linear sequences
UNIT 2 – ALGEBRAIC NOTATION
Understanding and using algebraic expressions
- Working with function machines
- Use diagrams and letters to generalise number operations
- Understand the meaning of a variety of algebraic expressions
- Substitute into expressions
- Generate sequences given the nth term
UNIT 3 – EXPRESSIONS AND EQUATIONS
Working with equivalent expressions and introducing equations
- Understand the meaning of like and unlike terms
- Simplify expressions by collecting like terms
- Solve one step equations involving any operation
- Solve two step equations
UNIT 4 – PLACE VALUE, ORDERING AND ROUNDING
Working with integers and decimals
- Understand place value for integers and decimals
- Work out intervals on a number line and position integers and decimals
- Compare integers and decimals using appropriate mathematical symbols
- Rounding integers and decimals
- Write 10, 100, 1000 as powers of 10
- Convert between standard form and ordinary numbers (greater than 1)
UNIT 5 – THE FOUR OPERATIONS
Using the four operations to solve problems
- Add and subtract integers and decimals
- Add and subtract numbers in standard form
- Multiply and divide by powers of 10
- Multiply and divide integers and decimals
- Order of operations
UNIT 6– AVERAGES AND RANGE
Analysing data using measures of central tendency
- Calculate the mode of a set of data
- Calculate the mean of a set of data
- Calculate the median of a set of data
- Calculate the range of a set of data
- Solve problems with averages and range
UNIT 7 – ROUNDING AND ESTIMATING
Using approximation to make sensible estimates
- Rounding to significant figures
- Use rounding to estimate calculations
- Solve problems with estimation
- Understand and use error interval notation
UNIT 8– FDP EQUIVALENCE
Developing knowledge of equivalent fractions, decimals and percentages
- Know the common equivalent fractions, decimals and percentages
- Convert between any fraction, decimal and percentage
- Identify and use equivalent fractions
- Explore fractions, decimals and percentages above 1
UNIT 9 – DIRECTED NUMBER
Using the four operations with negative numbers
- Compare and order directed numbers using lines and symbols
- Add, subtract, multiply and divide negative numbers
- Use a calculator for directed number calculations
- Use order of operations for directed numbers
UNIT 10– FRACTIONS AND PERCENTAGES OF AMOUNTS
Solve problems with fractions and percentages
- Calculate fractions of amounts
- Calculate percentages of amounts
- Work with problems involving percentage change
- Solve problems involving fractions and percentages over 100%
UNIT 11 – PERIMETER AND AREA
Exploring the perimeter and area of different shapes
- Convert between metric units of length
- Find the perimeter of a polygon
- Find the area of 2D shapes
- Form expressions with perimeter and area
UNIT 12 – ADDITION AND SUBTRACTION OF FRACTIONS
Solve problems involving the addition and subtraction of fractions and mixed numbers
- Add and subtract fractions
- Convert between mixed numbers and improper fractions
- Add and subtract mixed numbers
- Use equivalence to add and subtract fractions and decimals
- Add and subtract simple algebraic fractions
UNIT 13 – CONSTRUCTING, MEASURING AND GEOMETRIC NOTATION
Using mathematical equipment to construct, draw and measure
- Understand and use labelling conventions for lines, angles and figures
- Measure and draw angles
- Recognise types of polygons
- Constructions using a protractor and compass
- Drawing and interpreting pie charts