Overview

Autumn term

Key ideas and topics covered

Algebra – sequences, algebraic notation and equality & equivalence

Number – place value, ordering integers & decimals and fraction, decimal & percentage equivalence

Ratio and proportion – ratio, scale and multiplicative change

Number – multiplying and dividing fractions

Algebra – working in the cartesian plane

Data – representing data

Probability – tables & probability

Foundation

Number – four operations with decimals & directed numbers, rounding & estimation, error intervals & bounds, indices powers & roots and properties of prime factors

Algebra – algebraic notation, manipulating expressions and substitution

Data – collecting, displaying, interpreting and comparing data

Higher

Number – rounding & estimation, error intervals & bounds, properties of prime factors, indices powers & roots, standard index form and surds

Algebra – algebraic notation, manipulating expressions, substitution, solving linear equations, rearranging formulae and sequences

Data – collecting, displaying, interpreting & comparing data

Foundation

Shape and space – Transformations

Ratio and proportion – sharing in a ratio, direct and inverse proportion

Shape and space – right-angled triangles

Higher

Probability – single & multiple event probability, sets & Venn diagrams, advanced probability and product rule

Number – compound interest, compound measures and direct & inverse proportion

Shape and space – congruence and similarity

Foundation

Number – fractions, indices and standard index form

Shape and space – congruence, similarity and vectors

Algebra – non-linear graphs

Higher

Shape and space – vectors

Ratio and proportion – direct and inverse proportion

Algebra – non-linear graphs

Spring term

Key ideas and topics covered

Number – solving problems with addition, subtraction, multiplication & division, fractions and percentages of amounts, four operations with directed number and adding & subtracting fractions

Algebra – brackets, equations & inequalities, sequences and indices

Number – fractions & percentages, standard index form and number sense

Foundation

Number – four operations with fractions, FDP equivalence and percentages

Algebra – forming & solving linear equations, rearranging formulae and sequences

Shape and space – angle calculations

Higher

Number – four operations with fractions, FDP equivalence and percentages

Ratio and proportion – ratio and scale

Shape and space – angle calculations, Pythagoras and Trigonometry

Algebra – linear and non-linear graphs & real life graphs

Foundation

Probability – single & multiple event probability, sets and Venn diagrams

Number – multiplicative reasoning

Shape and space – constructions, loci and bearings

Higher

Shape and space – non-right-angled trigonometry

Data – sampling, cumulative frequency and histograms

Algebra – equations and identities

Revision programme

Summer term

Key ideas and topics covered

Shape and space – constructing, measuring and using & developing geometric reasoning 

Number – developing number sense and prime numbers & proof

Probability – sets & probability

Shape and space – angles in parallel lines & polygons, area of trapezia & circles and line symmetry & reflection

Data – the data handling cycle, measures of location

Foundation

Data – averages and the range

Shape and space – perimeter, area and volume

Algebra – linear graphs and rea life graphs

Higher

Shape and space – area & volume, transformations and constructions

Algebra – equations and identities

Foundation

Algebra – quadratic equations and graphs

Shape and space – perimeter, area and volume

Higher

Shape and space – circle theorems

Algebra – formulae, algebraic fractions and functions

Revision programme