Your journey to excellence in
Mathematics
By Revision Genie
Integers, Decimals, and Fractions
Order of Operations
Prime Numbers and Factors
Powers and Roots
Standard Form
Fractions, Decimals, and Percentages
Rounding and Estimation
Limits of Accuracy
Algebraic Notation
Simplifying Expressions
Substitution
Rearranging Formulae
Linear Equations
Quadratic Equations
Simultaneous Equations
Inequalities
Sequences
Graphs of Functions
Gradients and Intercepts
Transformations of Graphs
Ratios and Proportions
Percentages and Percentage Change
Direct and Inverse Proportion
Compound Units
Scale Factors and Maps
Growth and Decay Problems
Properties of Shapes
Angles and Polygons
Congruence and Similarity
Pythagoras' Theorem
Trigonometry
Circle Theorems
Perimeter, Area, and Volume
Transformations
Vectors
Plans and Elevations
Probability Scale and Language
Theoretical and Experimental Probability
Mutually Exclusive Events
Independent and Dependent Events
Tree Diagrams
Venn Diagrams
Conditional Probability
Sampling and Bias
Data Representation
Mean, Median, Mode, and Range
Cumulative Frequency and Box Plots
Histograms
Scatter Graphs and Correlation
Ordering and inequalities
Algebra notation
Ratio notation
Geometric language and notation
Randomness and fairness
Sampling and bias
Place value and decimals
Substitution
Simplifying ratios
Angle facts
Probability scale (0 to 1)
Data types
Four operations
Expressions and terms
Sharing in a ratio
Angles on lines
Relative frequency
Frequency tables
Written methods
Collecting like terms
Ratio and fractions
Angles in triangles
Theoretical probability
Bar charts
Negative number calculations
Expanding brackets
Ratio and algebra
Angles in polygons
Sample spaces
Pie charts
Inverse operations
Factorising expressions
Best buys and unit pricing
Parallel line angles
Listing outcomes systematically
Pictograms
BIDMAS and brackets
Quadratic factorising
Direct proportion
Bearings
Frequency tables and trees
Line graphs and time series
Factors and multiples
Difference of two squares
Inverse proportion
Constructions
Mutually exclusive events
Frequency polygons
Prime numbers
Algebraic fractions
Proportion graphs
Loci
Complementary events
Histograms (equal classes)
Prime factorisation
Simplifying algebraic fractions
Proportion equations
Perimeter and area
Tree diagrams
Histograms (unequal classes)
HCF and LCM
Rearranging formulae
Percentage as “per hundred”
Area of triangles
Independent events
Cumulative frequency graphs
Squares, cubes, roots
Identities and proof
Percentage comparisons
Area of trapezia
Dependent events
Box plots
Index laws
Linear equations
Percentage increase/decrease
Circles: circumference
Conditional probability
Mean, median, mode
Fractional indices
Quadratic equations
Percentage multipliers
Circles: area
Two-way tables
Modal class
Surds and simplification
Completing the square
Growth and decay
Arc length
Venn diagrams
Range and outliers
Rationalising surds
Quadratic formula
Compound interest
Sector area
Expected outcomes
Quartiles and IQR
Standard form
Simultaneous equations
Repeated percentage change
Surface area
Comparing distributions
Fraction–decimal conversion
Linear inequalities
Speed calculations
Volume of prisms
Scatter graphs
Recurring decimals to fractions
Quadratic inequalities
Density calculations
Volume of cylinders
Correlation and causation
Fraction calculations
Coordinates and plotting
Pressure calculations
Volume of pyramids and cones
Line of best fit
Fractions in context
Straight line graphs
Rates of pay
Spheres: volume and surface area
Interpolation and extrapolation
Percentages as operators
Gradient and intercept
Scale factors
Congruence criteria
Percentage change
Parallel and perpendicular lines
Scale drawings and maps
Similarity and enlargement
Reverse percentages
Graphs of quadratic functions
Similarity in shapes
Transformations
Simple interest
Graphs of cubic functions
Similarity in area/volume
Reflections and rotations
Standard units
Reciprocal graphs
Gradient as rate of change
Translations and vectors
Compound units
Exponential graphs
Average and instantaneous rate
Combined transformations
Time and money calculations
Trig function graphs
Pythagoras’ theorem
Rounding and significant figures
Transformations of graphs
Trigonometry in right triangles
Estimation and checks
Iteration methods
Sine, cosine, tangent ratios
Error intervals
Sequences from rules
Exact trig values
Upper and lower bounds
Arithmetic sequences
Sine rule
Quadratic sequences
Cosine rule
Fibonacci-type sequences
Area of triangle (½ab sin C)
Functions and notation
Circle theorems
Equation of a circle
Tangents and radii
Tangents to circles
Vectors in geometry
Rates from graphs
Vector proofs
Areas under graphs