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SAP Maths Olympiad Junior 1 | Primary Level Mathematics
SAP Maths Olympiad Junior 1 | Primary Level Mathematics
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SAP Maths Olympiad Junior 1 – Primary Level is a comprehensive mathematics workbook created to help young learners build a strong foundation in Olympiad mathematics and logical problem solving. Written by renowned Olympiad author Terry Chew, the book introduces students to non-routine mathematical questions that develop analytical thinking beyond the regular school curriculum.
Summary
Designed for primary-level students, SAP Maths Olympiad Junior 1 introduces effective problem-solving techniques through well-structured lessons and Olympiad-style questions. Each chapter encourages children to think creatively, analyse problems logically, and apply mathematical concepts in different ways.
Ideal for students beginning their Olympiad journey, this workbook builds confidence while developing strong mathematical fundamentals through systematic practice.
Key Message: Build a strong foundation in Olympiad mathematics through logical thinking and structured practice.
Product Specifications
- Title: SAP Maths Olympiad Junior 1
- Level: Junior 1 (Primary Level)
- Author: Terry Chew
- ISBN-13: 9789386082992
- ISBN-10: 9386082993
- Publisher: Shree Book Centre
- Language: English
- Binding: Paperback
- Publication Year: 2017
- Number of Pages: 96
- Genre: Mathematics Olympiad & Competitive Exam Preparation
- Suitable For: Primary Level Students (Approx. 7–8 Years)
- Country of Origin: India
FAQs
Q1. Who is this book designed for?
It is designed for primary students beginning their Maths Olympiad preparation.
Q2. Who is the author of this book?
The book is written by Terry Chew.
Q3. What type of questions does it include?
It includes Olympiad-style and non-routine mathematical problems.
Q4. Does it improve problem-solving skills?
Yes. It develops logical reasoning and analytical thinking through structured practice.
Q5. Is it suitable for school maths practice?
Yes. It complements the school curriculum while preparing students for competitions.
Q6. Can students use it for self-study?
Yes. The worked examples and explanations make it suitable for independent learning.
Q7. Which age group is this book recommended for?
It is generally recommended for primary students aged 7–8 years.
Q8. Why should students choose this book?
It helps build strong mathematical concepts and confidence through systematic Olympiad-level practice.
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