Leaving Cert Mathematics - Notes & Exam Papers

Study for Leaving Cert Mathematics with teacher-written notes, past exam papers, marking scheme, quizzes, and flashcards. All study tools are aligned with the official Leaving Cert Mathematics syllabus to help students understand key topics, stay organised, and feel confident on exam day. Improve your Leaving Cert grades and maximise your CAO points with SimpleStudy Ireland.

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exam questions practised in Leaving Cert Mathematics

Leaving Cert Mathematics by Topics

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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

FAQs

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