Board view
Number
Algebra
Ratio Proportion and Rates of Change
Geometry and Measures
Probability
Statistics
N1: Order positive and negative integers, decimals and fractions; use inequality symbols
N2: Apply the four operations; understand place value; household finance
N3: Relationships between operations; priority of operations (BODMAS)
N4: Prime numbers, factors, multiples, HCF, LCM, prime factorisation
N5: Systematic listing strategies
N6: Powers, roots, calculating with indices
N7: Calculate exactly with fractions, multiples of $\pi$, surds
N8: Standard Form
N9: Interchanging formats and interpreting as operators
N10: Units, estimation, rounding, and limits of accuracy
A1: Algebraic notation, substitution, and vocabulary
A2: Manipulating algebraic expressions (brackets and factorising)
A3: Formulae, identities, and mathematical proof
A4: Functions \textcolor{green
A5: Coordinates and Linear Graphs
A6: Quadratics and other graphs
A7: Graph Transformations \textcolor{green
A8: Graphs in Real Contexts (Kinematics and Finance)
A9: Equation of a Circle \textcolor{green
A10: Linear Equations
A11: Quadratic Equations
A12: Simultaneous Equations
A13: Iteration \textcolor{green
A14: Inequalities
A15: Generating sequences and finding the $n$th term
R1: Standard and Compound Units
R2: Scale factors, maps, and similarity
R3: Working with Ratio
R4: Percentages, Growth and Decay
R5: Direct and Inverse Proportion
R6: Rates of Change on Graphs
G1: Ruler and compass constructions and loci
G2: Angle properties, triangles, quadrilaterals, and polygons
G3: Transformations
G4: Circle Theorems \textcolor{green
G5: Bearings
G6: Perimeter, Area, and Volume
G7: Arc lengths and sectors
G8: Pythagoras' theorem and Trigonometry
G9: Advanced Trigonometry \textcolor{green
G10: Column vectors and vector proofs
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