SAP Maths Olympiad Advanced Secondary Level | Advanced Maths Practice

Designed for young mathematics enthusiasts, SAP Maths Olympiad Advanced Secondary Level challenges students with a wide range of non-routine problems that require more than straightforward formula application. The structured approach helps learners recognise problem types, select appropriate strategies, and develop efficient methods of solving complex questions.

With detailed worked solutions and analytical explanations, the book encourages students to think independently and build the confidence needed for advanced mathematical competitions.

Key Message: Develop deeper mathematical thinking through challenging Olympiad-style problem solving.

• Title: SAP Maths Olympiad Advanced Secondary Level
• Alternative Title: SAP Maths Olympiad – Unleash the Maths
• Author: Terry Chew
• ISBN-13: 9789386082961
• ISBN-10: 9386082969
• Publisher: Shree Book Centre
• Language: English
• Binding: Paperback
• Publication Year: 2017
• Number of Pages: Approximately 280–315 pages, depending on catalogue/edition listing
• Genre: Mathematics Olympiad & Competitive Exam Preparation
• Level: Advanced Secondary
• Series: Maths Olympiad
• Country of Origin: India

Q1. Who is this book designed for?
It is designed for secondary-level students who want to strengthen advanced mathematical problem-solving skills.

Q2. Who is the author of this book?
The book is authored by Terry Chew.

Q3. What type of problems are included?
It focuses on non-routine, concept-driven, and Olympiad-style mathematical problems.

Q4. Does the book include worked solutions?
Yes. The book provides detailed worked solutions and explanations to help students understand the problem-solving process.

Q5. Is this book suitable for Maths Olympiad preparation?
Yes. It is specifically designed to sharpen skills required for mathematical Olympiads and similar competitive examinations.

Q6. Does it help develop logical thinking?
Yes. The non-routine problems encourage analytical reasoning, creativity, and higher-order mathematical thinking.

Q7. Can it be used for self-study?
Yes. Its examples, explanations, and worked solutions make it suitable for independent practice as well as guided learning.

Q8. Why should students choose this book?
It provides challenging mathematics practice that helps students move beyond routine textbook questions and develop stronger strategies for competitive mathematics.