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Year 9 and 10 Maths Advanced. A free paper for every topic.

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Year 9 & 10 Advanced

23 topics, 153 subtopics

    • Simplifying Algebraic FractionsComing soon
    • Operations with Algebraic FractionsComing soon
    • Factorising Using the HCFComing soon
    • Expanding Binomial ProductsComing soon
    • Factorising Monic Quadratic TrinomialsComing soon
    • Problems Involving Expansion and FactorisationComing soon
    • Adding and Subtracting Algebraic FractionsComing soon
    • Special Products and ExpandingComing soon
    • Factorising Using Special Products and StrategiesComing soon
    • Simplifying Algebraic Fractions by FactorisingComing soon
    • Heights and Slant Heights of Pyramids and ConesComing soon
    • Surface Area of Right PyramidsComing soon
    • Surface Area of Right ConesComing soon
    • Surface Area of SpheresComing soon
    • Surface Area of Composite SolidsComing soon
    • Circle Terminology and ArcsComing soon
    • Chord Properties of CirclesComing soon
    • Angle Properties of CirclesComing soon
    • Proving Tangent and Secant PropertiesComing soon
    • Applying Tangent and Secant PropertiesComing soon
    • Aims, Hypotheses and Data CollectionComing soon
    • Reporting with Data VisualisationsComing soon
    • Sampling Methods and Sample SizeComing soon
    • Critiquing Surveys, Polls and Media ReportsComing soon
    • Statistics and Probability in Decision-MakingComing soon
    • Solving Monic Quadratic EquationsComing soon
    • Solving Cubic EquationsComing soon
    • Solving Linear InequalitiesComing soon
    • Multi-Step Linear EquationsComing soon
    • Equations with Two or More Algebraic FractionsComing soon
    • Changing the Subject of a FormulaComing soon
    • Solving Quadratics by Factorising and Completing the SquareComing soon
    • The Quadratic FormulaComing soon
    • Choosing a Method and Verifying Quadratic SolutionsComing soon
    • Number of Real Solutions of a QuadraticComing soon
    • Quadratic Equations in Formulas and Word ProblemsComing soon
    • Solving Simultaneous Equations GraphicallyComing soon
    • Solving Simultaneous Equations AlgebraicallyComing soon
    • Modelling with Simultaneous EquationsComing soon
    • Identities and ContradictionsComing soon
    • Relations and Ordered PairsComing soon
    • Functions and the Vertical Line TestComing soon
    • Function NotationComing soon
    • Domain and RangeComing soon
    • Transformations of FunctionsComing soon
    • Graphing Linear InequalitiesComing soon
    • Negative IndicesComing soon
    • Index Laws with Negative IndicesComing soon
    • Reciprocals and Negative Powers of FractionsComing soon
    • Rational and Irrational NumbersComing soon
    • Recurring Decimals and FractionsComing soon
    • Surds and Exact ValuesComing soon
    • Surd Results and Simplifying SurdsComing soon
    • Operations with SurdsComing soon
    • Rationalising DenominatorsComing soon
    • Fractional Indices and Surd FormComing soon
    • Evaluating Fractional IndicesComing soon
    • Networks in Real-World ContextsComing soon
    • Vertices, Edges and DegreeComing soon
    • Planar GraphsComing soon
    • Faces and Euler's FormulaComing soon
    • Connected Graphs, Walks, Trails, Paths, Circuits and CyclesComing soon
    • Eulerian Trails and CircuitsComing soon
    • Midpoint FormulaComing soon
    • Gradient FormulaComing soon
    • Distance FormulaComing soon
    • Gradient–Intercept and General FormComing soon
    • Intercepts and Graphing LinesComing soon
    • Equation of a Line from PointsComing soon
    • Parallel and Perpendicular LinesComing soon
    • Coordinate Geometry ProblemsComing soon
    • Line and Rotational SymmetryComing soon
    • Transformation Notation and TranslationsComing soon
    • Reflections in the AxesComing soon
    • Rotations About the OriginComing soon
    • Definition of a LogarithmComing soon
    • Graphs of Logarithmic FunctionsComing soon
    • Deducing Logarithm Laws and ResultsComing soon
    • Applying the Laws of LogarithmsComing soon
    • Exponential and Logarithmic EquationsComing soon
    • Logarithmic ScalesComing soon
    • Transformations of ParabolasComing soon
    • Intercepts of ParabolasComing soon
    • Axis of Symmetry and VertexComing soon
    • Graphing ParabolasComing soon
    • Exponential Graphs and TransformationsComing soon
    • HyperbolasComing soon
    • Circles with Centre at the OriginComing soon
    • Circles with Centre (a, b)Coming soon
    • Circles by Completing the SquareComing soon
    • Identifying Graphs and Their EquationsComing soon
    • Intersections of Lines and CurvesComing soon
    • Graphs of y = kxⁿ and Their TransformationsComing soon
    • Polynomial TerminologyComing soon
    • Polynomial Notation P(x)Coming soon
    • Adding, Subtracting and Multiplying PolynomialsComing soon
    • Dividing PolynomialsComing soon
    • The Remainder TheoremComing soon
    • The Factor TheoremComing soon
    • Zeroes and Roots of PolynomialsComing soon
    • Graphing PolynomialsComing soon
    • Multiplicity of Roots and the Leading TermComing soon
    • Transformations of Polynomial GraphsComing soon
    • Venn DiagramsComing soon
    • Two-Way TablesComing soon
    • Converting Between Venn Diagrams and Two-Way TablesComing soon
    • Sets and Set NotationComing soon
    • Probability with a Restricted Sample SpaceComing soon
    • Conditional Statements and MisconceptionsComing soon
    • Mutually Exclusive Events and Event LanguageComing soon
    • Probability of Compound EventsComing soon
    • Congruent FiguresComing soon
    • Congruence Tests for TrianglesComing soon
    • Similarity Tests for TrianglesComing soon
    • Areas and Volumes of Similar FiguresComing soon
    • Unknown Sides and Angles in Plane ShapesComing soon
    • Exterior Angles of PolygonsComing soon
    • Interior Angles of PolygonsComing soon
    • Formal Proofs of Congruent TrianglesComing soon
    • Formal Proofs of Similar TrianglesComing soon
    • Definitions and Properties of Triangles and QuadrilateralsComing soon
    • Proving and Applying Triangle and Quadrilateral TheoremsComing soon
    • Tests for Special QuadrilateralsComing soon
    • Problem Solving in Euclidean GeometryComing soon
    • Pythagoras' Theorem in Three DimensionsComing soon
    • Trigonometry in Three DimensionsComing soon
    • The Sine Rule: Finding SidesComing soon
    • The Sine Rule: Finding AnglesComing soon
    • The Cosine Rule: Finding SidesComing soon
    • The Cosine Rule: Finding AnglesComing soon
    • The Area RuleComing soon
    • Selecting and Applying the Appropriate RuleComing soon
    • The Unit Circle and the Tangent RatioComing soon
    • Graphs of Sine, Cosine and TangentComing soon
    • Trigonometric Ratios of Obtuse AnglesComing soon
    • Gradient and Angle of InclinationComing soon
    • Exact Trigonometric RatiosComing soon
    • Complementary Angle RelationshipsComing soon
    • Finding Acute and Obtuse Angles from a RatioComing soon
    • The Ambiguous CaseComing soon
    • Direct VariationComing soon
    • Inverse VariationComing soon
    • Graphs of Direct and Inverse VariationComing soon
    • Solving Variation ProblemsComing soon
    • Conversion Graphs and Graphing Direct VariationComing soon
    • Constant Rates of ChangeComing soon
    • Distance–Time Graphs with Variable SpeedComing soon
    • Describing Rates of ChangeComing soon
    • Representing Variable Rates of ChangeComing soon
    • Volume of Right Pyramids and ConesComing soon
    • Volume of SpheresComing soon
    • Volume of Composite SolidsComing soon
    • Volume and Capacity ProblemsComing soon

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