Content reflects the emphasis of the Higher Level Leaving Certificate examination in recent years.

Takes into account new changes in Maths at Junior Certificate level.

Comprehensive revision exercises are included, providing the opportunity to consolidate topics in preparation for the Higher Level exam.

Fully worked examples with step-by-step explanatory notes and commentary.

New Concise Maths 4 is based on George Humphrey's clear and proven teaching methods: - simple and concise language - avoids long explanations, which are best left to the teacher - step-by-step approach to solving mathematical problems - comprehensive worked examples with helpful comments for students - effective use of classroom time - thorough preparation for the exam.

This book is part of a book series called New Concise Maths .

This book is aimed at children in secondary school.

There are 314 pages in this book. This book was published 2003 by Gill .

George Humphrey is the author of several bestselling textbooks and revision books for maths. He is a lively and enthusiastic teacher who conducts workshops and seminars throughout Ireland for teachers and students.

This book has the following chapters: 1. Algebra 2. Quadratic and Cubic Equations 3. Inequalities 4. Indices 5. Logarithms 6. The Line and Linear Transformations 7. Trigonometry 1 8. Trigonometry 2 9. Periodic Functions 10. Limits of Functions 11. Differential Calculus 1: Differentiation from First Principles 12. Differential Calculus 2: Differentiation by Rule 13. Differential Calculus 3: Applications of Differentiations 14. Integration 15. Induction 16. Binomial Theorem 17. Proofs REVISION EXERCISES Each revision exercise concentrates on a particular questions on the examination papers and it divided into three parts: Part A's, Part B's, RB and Part C's, RC. 1R Algebra: Revises chapters 1, 2, 3, 4 and 5 Paper 1, Questions 1 and 2 2R Line and Linear Transformations: Revises chapter 6 Paper 2, Question 3 3R Trigonometry: Revises chapters 7 and 8 Paper 2, Questions 4 and 5 4R Differentiation: Revises chapters 9, 10, 11, 12 and 13 Paper 1, Questions 6 and 7 5R Integration: Revises chapter 14 Paper 1, Question 8 6R Induction and the Binomial Theorem: Revises chapters 15 and 16 Paper 1, Questions 4 and 5