Leaving Cert Mathematics
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Explore Leaving Cert Mathematics by Topics
Fundamentals of Trigonometry
The Circle
Collecting Data and Sampling
Patterns and Sequences
Fundamentals of Probability
Graphing Functions
Enlargements and Constructions
Fundamentals of Geometry
Fundamentals of Functions
Fundamentals of Arithmetic
Fundamentals of Complex Numbers
The Line
Fundamentals of Calculus
Fundamentals of Area and Volume
Quadratic Equations
Fundamentals of Algebra
Right Angled Triangles
The Basics
Empirical Rule
Inferential Statistics
The Basics
Arithmetic Sequences & Series
The Basics of Counting
Indices
The Basics
Induction
Corollaries
The Basics
The Basics
The Basics
Product Rule & Quotient Rule
The Basics
The Basics
The Basics
The Basics
The Formulae
Solving Equations
Simultaneous Equations
Quadratic Sequences
Inequalities
The Basics
Polynomials
Measures of Location and Spread
Non-Right Angled Triangles
Special Angles & The Unit Circle
Standard Deviation
Graphing Data
Geometric Sequences & Series
Permutations / Arrangements
Logarithms
Average Value of a Function
Constructions
Theorems
Types of Graphs
Income Tax
Chain Rule
Curve Sketching
Argand Diagrams & Modulus
Parallel/Perpendicular Lines
Points Inside, Outside or On a Circle
Solving Problems
Solving Word Problems
Completed Square Form
Modulus
Algebraic Fractions
The Factor Theorem
Representing Data
Radians & Sectors
Normal Distributions/Z-Scores
Scatter Plots & Correlation
Limits of a Sequence
The Basics of Probability
Surds
Area Under/Between Curves
Transformations / Symmetries / Enlargements
Graph Transformations
Compound Interest & Depreciation
Implicit Differentiation
Solving Equations
Area of a Triangle
Intersection of a Line and a Circle
Nets
Inequality Proofs & Discriminants
Factorisation
Inferential Statistics
Periodic Functions
Analysing Data
Infinite Series & Cubic Sequences
Combinations
Injective, Surjective & Bijective Functions
Applications of Geometric Series
Rates of Change
DeMoivre's Theorem
Line Segment Division/Graphing Lines
Tangents & Touching Circles
Trapezoidal Rule
Solving Trig Equations
Measures of Relative Standing
Set Theory and Probability
Composite Functions
Amortisation Formula
Trig/Exponential Functions
Transformations
Perpendicular Distance
Problems in g, f and c
Trig Identities
Frequency Distributions
Combined Events/Bernouilli Trials
Inverse Functions
Angle between Lines
Events
Expected Value
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