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New Additional Mathematics Ho Soo Thong 1 _TOP_

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New Additional Mathematics Ho Soo Thong 1 _TOP_

New Additional Mathematics: A Comprehensive Guide for Students

New Additional Mathematics is a book written by Ho Soo Thong, a mathematics teacher and author from Singapore. The book covers topics such as algebra, geometry, trigonometry, calculus, statistics and probability, and is designed to help students prepare for the O-level and A-level examinations. The book contains clear explanations, worked examples, exercises and solutions, as well as review questions and revision exercises. The book is suitable for students who want to improve their mathematical skills and understanding, as well as for teachers who want to use it as a reference or a supplementary resource.

The book was first published in 1989 by Pan Pacific Publications, and has since been revised and updated several times. The latest edition is the 12th edition, which was released in 2019. The book is available in both print and digital formats, and can be purchased online or from bookstores. The digital format is a PDF file that can be downloaded or viewed online. The file name is 1, and it has a size of 23.6 MB. The file can be opened with any PDF reader software, such as Adobe Acrobat Reader or Google Docs.

New Additional Mathematics is a popular and widely used book among students and teachers of mathematics in Singapore and other countries. It has received positive reviews from readers who praised its clarity, comprehensiveness, relevance and usefulness. The book has also helped many students achieve excellent results in their examinations and pursue further studies or careers in mathematics or related fields.In this article, we will explore some of the topics and features of New Additional Mathematics in more detail. We will also provide some tips and resources for students who want to use the book effectively and efficiently.

Topics and Features of New Additional Mathematics

New Additional Mathematics covers a wide range of topics that are relevant and important for students who are taking the O-level and A-level examinations. The topics are divided into 12 chapters, each with a different focus and level of difficulty. The chapters are as follows:

Algebraic Expressions and Formulae

Quadratic Equations and Inequalities

Indices and Surds

Simultaneous Equations and Graphs

Polynomials and Partial Fractions

Binomial Theorem

Logarithms and Exponential Functions




Coordinate Geometry

Statistics and Probability

Each chapter contains several sections that explain the concepts, principles and methods of the topic. The sections also include worked examples that illustrate how to apply the techniques and solve problems. The worked examples are followed by exercises that allow students to practice and test their understanding. The exercises are graded according to their difficulty level, from easy to challenging. The answers to the exercises are provided at the end of each chapter.

In addition to the sections and exercises, each chapter also contains review questions and revision exercises. The review questions are designed to help students review the main points and key facts of the chapter. The revision exercises are intended to help students consolidate their knowledge and skills, and prepare for the examinations. The revision exercises are similar to the types of questions that appear in the O-level and A-level papers. The solutions to the review questions and revision exercises are provided at the end of the book. a474f39169


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