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EARLY ACCESS JMaths is in active development — new content added regularly

Topic 1: Number & Algebra

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1.1

Scientific Notation & Exponents

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1.2

Arithmetic Sequences & Series

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1.3

Geometric Sequences & Series

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1.4

Compound Interest

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1.5

Exponent Laws & Logarithms

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1.6

Binomial Theorem

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1.7

Permutations & Combinations

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1.8

Mathematical Proof

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1.9

Proof by Induction

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1.10

Systems of Linear Equations

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1.11

Complex Numbers - Cartesian

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1.12

Complex Numbers - Polar

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1.13

Powers of Complex Numbers

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1.14

Roots of Complex Numbers

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1.15

De Moivre's Theorem

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Topic 2: Functions

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2.1

Linear & Quadratic Functions

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2.2

Inverse Functions

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2.3

Graphs of Functions

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2.4

Key Features of Graphs

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2.5

Composite Functions

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2.6

Transformations of Graphs

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2.7

Quadratic Factorization

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2.8

Rational Functions

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2.9

Exponential Functions

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2.10

Logarithmic Functions

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2.11

Polynomial Functions

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2.12

Factor & Remainder Theorems

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2.13

Partial Fractions

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2.14

Odd & Even Functions

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2.15

Self-Inverse Functions

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2.16

Modulus Functions

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Topic 3: Geometry & Trigonometry

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3.1

3D Geometry

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3.2

Trigonometric Ratios

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3.3

Sine & Cosine Rules

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3.4

Applications of Trig

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3.5

Unit Circle & Identities

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3.6

Reciprocal Trig Functions

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3.7

Compound Angle Formulas

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3.8

Double Angle Formulas

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3.9

Inverse Trig Functions

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3.10

Solving Trig Equations

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3.11

Vector Basics

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3.12

Scalar Product

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3.13

Vector Equations of Lines

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3.14

Vector Cross Product

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3.15

Equations of Planes

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3.16

Angles Between Lines & Planes

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3.17

Intersecting Lines & Planes

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3.18

Distance Calculations

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3.19

Vector Proofs

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Topic 4: Statistics & Probability

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4.1

Data Types & Sampling

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4.2

Descriptive Statistics

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4.3

Statistical Diagrams

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4.4

Linear Correlation

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4.5

Probability Concepts

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4.6

Combined Events

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4.7

Conditional Probability

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4.8

Independent Events

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4.9

Discrete Distributions

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4.10

Binomial Distribution

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4.11

Normal Distribution

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4.12

Standardization

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4.13

Bayes' Theorem

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Topic 5: Calculus

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5.1

Limits & Derivatives

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5.2

Differentiation Rules

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5.3

Tangent & Normal Lines

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5.4

Applications of Differentiation

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5.5

Chain Rule

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5.6

Product & Quotient Rules

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5.7

Second Derivatives & Concavity

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5.8

Optimization

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5.9

Related Rates

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5.10

Indefinite Integration

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5.11

Definite Integration

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5.12

Area Under Curves

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5.13

Volume of Revolution

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5.14

Kinematics

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5.15

Integration by Substitution

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5.16

Integration by Parts

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5.17

Differential Equations

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5.18

Separation of Variables

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5.19

Homogeneous Diff Equations

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5.20

Integrating Factor

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5.21

Euler's Method

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5.22

Slope Fields

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5.23

Maclaurin Series

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