F

Adding and subtracting fractions

H

Algebraic fractions: simplifying and calculating

F

Algebraic notation and vocabulary

H

Algebraic proof and identity

F

Angles in parallel lines

F

Angles in triangles and quadrilaterals

F

Angles on a straight line, vertically opposite and around a point

F-H

Arc length and sector area

F-H

Area of a triangle using sin rule

F

Area of trapezia and compound shapes

H

Average and instantaneous rates of change using chords and tangents

F

Averages from frequency tables

F

Bar charts and pictograms

F

Bearings

F-H

Best buys, rates of pay and comparative costs

F-H

Box plots and quartiles

F-H

Changing the subject of a formula

F

Choosing an appropriate average

H

Circle equations and tangent-related problems

H

Circle theorems and formal geometric proof

F

Circumference and area of circles

F

Collecting like terms

F-H

Combined events and sample-space diagrams

F-H

Combining transformations

F-H

Comparing data sets using box plots and summary statistics

F

Comparing distributions using averages and range

H

Comparing distributions using cumulative frequency and box plots

F-H

Comparing theoretical and experimental probability

H

Completing the square

H

Complex area and volume scale-factor problems

H

Complex bounds and error intervals in calculations

H

Complex histogram and frequency-density problems

H

Complex ratio problems involving several stages

H

Complex sine rule, cosine rule and triangle-area problems

H

Complex transformations and invariant properties

H

Complex tree diagrams involving dependent events

H

Complex volume problems, including frustums where required

H

Composite and inverse functions

H

Compound measures in multi-step problems

F-H

Compound measures: speed, density and pressure

F-H

Concentration and mixing problems

H

Conditional probability

F-H

Congruent shapes and congruence criteria

F

Constructions and loci

F

Continuing sequences and finding term-to-term rules

F

Converting fractions, decimals and percentages

F

Converting metric units

F

Coordinates in all four quadrants

H

Correlation, outliers and lines of best fit in unfamiliar contexts

F-H

Cumulative frequency tables and graphs

H

Cumulative frequency: estimating median, quartiles and percentiles

F-H

Cylinders and compound solids

F-H

Direct and inverse proportion

F-H

Direct and inverse proportion expressed algebraically

H

Direct and inverse proportion using equations

F

Direct proportion in tables and simple contexts

F

Enlargements

F

Equally likely outcomes

F

Equations with the unknown on both sides

F

Equivalent ratios

F-H

Error intervals and limits of accuracy

H

Estimating powers and roots in unfamiliar problems

F-H

Estimating the mean from grouped frequency tables

F

Estimation and checking calculations

H

Evaluating assumptions in probability problems

H

Evaluating statistical claims and misleading representations

H

Exact answers involving surds

F-H

Exact trigonometric values for special angles

F

Expanding a single bracket

F-H

Expanding double brackets

F

Expected frequency

H

Exponential and reciprocal graphs

F

Expressing one quantity as a percentage of another

F

Factorising by taking out a common factor

H

Factorising quadratics of the form \(ax^2+bx+c\)

F-H

Factorising quadratics of the form \(x^2+bx+c\)

F

Factors, multiples and prime numbers

F

Finding fractions and percentages of amounts

F-H

Finding missing probabilities

F-H

Finding missing sides and angles in right-angled triangles

F-H

Finding one quantity as a fraction of another

F-H

Finding the equation of a straight line

F

Finding the nth term of a linear sequence

F

Forming expressions and formulae

F

Four operations with integers and decimals

H

Fractional indices

F

Fractions: simplifying, ordering and equivalent fractions

F-H

Function notation and evaluating functions

H

Geometric and more complex sequences

H

Geometric proof combining algebra and shape properties

F

Gradient and intercept of a straight line

H

Gradients of perpendicular lines

F-H

Grouped discrete and continuous data

F-H

Growth and decay using multipliers

F

HCF and LCM

F-H

Histograms with equal class intervals

F-H

Histograms with unequal class intervals and frequency density

H

Index laws involving zero and negative powers

F-H

Index laws with positive integer powers

F

Inequalities on a number line