Whatever your level, you can ace your exams with EasyA.

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Whether it's 11+, GCSE or A-level maths (or equivalent), our Oxbridge geniuses are here to help.

Basic Skills

  • Negative Numbers: Four Operations
  • Add and Subtract Fractions and Mixed Numbers
  • Multiplication and Division of Fractions
  • Multiplication and Division of Decimal Numbers
  • Basic Percentages: Non-Calculator and Calculator
  • Fraction, Decimal and Percentage Conversions

Numbers

  • Estimation and Significant Figures
  • Basic Index Laws
  • Fractional and Negative Index Laws
  • Standard Form Calculation
  • Surds: The Basics - Simplifying, Multiplying, Dividing
  • Surds: Expanding Brackets
  • Surds: Rationalising the Denominator
Parent

Annie and Tom both got top grades in their exams. EasyA built up their confidence, encouraging them to ask questions they wouldn't have asked in class.

Clare, mum of two

Background

Algebra

  • Forming Algebraic Expressions and Formulae
  • Equations, Expressions, Identities and Formulae
  • Simplifying Algebraic Expressions, including Brackets
  • Expanding Double Brackets
  • Expanding Triple Brackets
  • Factorising Single Brackets
  • Simplifying Expressions by Factorising
  • Factorising Double Brackets: uadratic Expressions
  • Simplifying Expressions using the Index Laws
  • Linear Sequences: nth Term Rule
  • Quadratic Sequences: nth Term Rule
  • Other Sequences: Fibonacci, Geometric, Recurrence
  • Solving Linear Equations
  • Solving Linear Equations: Unknown on Both Sides
  • Forming and Solving Linear Equations
  • Solving Quadratic Equations by Factorisation
  • Solving Quadratic Equations using the Formula
  • Rearranging Formulae
  • Substitution into Equations and Formulae
  • Linear Graphs: Drawing Straight Line Graphs
  • Linear Graphs: Equation of a Straight Line, y = mx + c
  • Midpoint and Gradient of a Line Segment
  • Quadratic Graphs: Drawing Quadratic Graphs
  • Quadratic Graphs: Properties of Quadratic Graphs
  • Solving Linear and Quadratic Equations using Graphs
  • Algebraic Proof

Geometry

  • Angles on Parallel Lines
  • Solving Multi-Step Angle Problems
  • Angles in Polygons (Interior and Exterior Angles)
  • Forming and Solving Equations with Angles
  • Compound and Algebraic Perimeter
  • Area of Rectangles, Triangles, Trapezia, Parallelograms
  • Circumference and Area of a Circle: The Basics
  • Perimeter and Area of Semi-Circles and Quarter-Circles
  • Circumference and Area of a Circle: Problem Solving
  • Arc Length and Area of Circle Sectors
  • Pythagoras’ Theorem: The Basics (including with Surds)
  • Pythagoras’ Theorem: Problem Solving
  • Trigonometry in Right-Angled Triangles: The Basics
  • Trigonometry in Right-Angled Triangles: Problem Solving
  • 3D Pythagoras’ Theorem and Trigonometry
  • Volume of Prisms and Cylinders: The Basics
  • Volume of Prisms and Cylinders: Problem Solving
  • Similar Shapes: Lengths - The Basics
  • Similar Shapes: Areas and Volumes
  • Similar Shapes: Problem Solving

Probability

  • Angles on Parallel Lines
  • Solving Multi-Step Angle Problems
  • Angles in Polygons (Interior and Exterior Angles)
  • Forming and Solving Equations with Angles
  • Compound and Algebraic Perimeter
  • Area of Rectangles, Triangles, Trapezia, Parallelograms
  • Circumference and Area of a Circle: The Basics
  • Perimeter and Area of Semi-Circles and Quarter-Circles
  • Circumference and Area of a Circle: Problem Solving
  • Arc Length and Area of Circle Sectors
  • Pythagoras’ Theorem: The Basics (including with Surds)
  • Pythagoras’ Theorem: Problem Solving
  • Trigonometry in Right-Angled Triangles: The Basics
  • Trigonometry in Right-Angled Triangles: Problem Solving
  • 3D Pythagoras’ Theorem and Trigonometry
  • Volume of Prisms and Cylinders: The Basics
  • Volume of Prisms and Cylinders: Problem Solving
  • Similar Shapes: Lengths - The Basics
  • Similar Shapes: Areas and Volumes
  • Similar Shapes: Problem Solving
Achievements

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