The Math High-Score Magic Book
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Summary
The book contains 27 topics. The author designs the first question of each problem so that it can be understood with a little thought or by glancing at the "solution method," and designs each problem from the second question onward in a form that makes it easy to "take on the challenge." Readers can maintain a well-paced sense of play. Moving from shallow to deep, from easy to difficult, the problems are set up as different阶梯 challenges, gradually building confidence in learning math; different angles for solving problems open up your approach to learning math—there is nothing you can't imagine and nothing you can't do—making it more and more fun as you go, so you fall completely in love with learning math. Come and take on the challenge: one topic a day, and gain the "joy that wisdom brings."
Editor's review
In terms of content, the book contains no advanced theory. Instead, through a large number of examples and metaphors close to learning scenarios, it breaks mathematical thinking down into understandable, actionable steps. It emphasizes understanding over calculation and the thinking process over the correct answer, which is crucial for solidifying a math foundation and cultivating long-term interest in learning. Especially commendable is that the author connects math with daily life, other subjects, and even games, showing the fun and practicality of math as a "language" and "mental gymnastics."
For readers who feel strained, lost, or unmotivated in math learning, this book is like a gentle and effective "heart medicine." It cannot replace systematic course study, but it can install a more powerful, more positive "operating system" for your math learning journey. By reading it, what you gain may not be the solution to a particular problem, but a key that can open more doors to math.
Who it's for
A good fit for
- Middle school students who feel intimidated by math and are eager to rebuild their confidence in learning
- Learners whose math foundation is decent but who have trouble breaking through bottlenecks and seek to improve their thinking
- Parents or educators who hope to help children improve their math learning methods
- Any reader interested in the general topic of "how to learn effectively"
Not a good fit for
- Test-takers in urgent need of short-term exam techniques and quick problem-solving secrets
- Professionals who already have advanced mathematical proficiency and aim to study theories in a specific field
Reading tips
- It is recommended to use it as a "supplementary reader" alongside math study, to dip into when your mindset suffers setbacks or you feel bored, drawing psychological energy and methodological inspiration.
- There is no need to pursue speed when reading; you can reflect in light of your own learning experience and try applying the book's suggestions to your current learning stage.
- Many ideas in the book are universal, and you can also try transferring them to the study of other science subjects such as physics and chemistry.
About the publisher
Beijing Daily Press takes world history, historical reading and foreign literary translations as important publishing directions, alongside science fiction and prose. Its catalogue includes Edward Gibbon's unabridged The History of the Decline and Fall of the Roman Empire, Gu Cheng's Southern Ming History and his works on Ming history, reflecting a balance between general and dynastic history; in literature there are Fu Lei's translations of Balzac and of world classics, as well as science fiction and prose such as The Universe Omnipotent Detective Agency, A Canticle for Leibowitz and The Peregrine, with authors ranging from Gibbon, Gu Cheng and Balzac to Fu Lei, Romain Rolland and Douglas Adams. Building on current affairs, history and culture, Beijing-flavoured culture and children's books, the press combines classic translation with original historical writing, emphasising complete editions and translation quality. Public information is limited, so other details are omitted.
Contents
- 版权信息
- 前言
- 1 三角形的角度
- 2 分配计算
- 3 顺藤摸瓜计算面积
- 4 虫蛀算术的黄金准则
- 5 龟鹤计算
- 6 电车通过计算
- 7 多边形的面积
- 8 牛顿计算
- 9 各种平均计算
- 10 存在共同部分的图形(基础篇)
- 11 如何计算工作量?
- 12 存在共同部分的图形(应用篇)
- 13 众人一起工作的计算
- 14 顺行与逆行的计算
- 15 运用模拟时钟进行大脑体操
- 16 把直角三角形分成两半
- 17 1个的价钱是多少?
- 18 通过利润计算进价
- 19 重叠三角尺
- 20 年龄计算
- 21 等积移动计算面积
- 22 共享顶点的三角形
- 23 谎言与真相的推理
- 24 物体与物体之间的长度计算
- 25 方阵计算
- 26 翻折图形
- 27 等积变形
- 卷末附录 即刻挑战
FAQ
Can this book directly improve my math test scores?
Is the content too shallow or too "chicken soup"?
Which grade level is it suitable for?
Comments
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About the author
Machiji Xiuzan is an author about whom limited public information is available. The only confirmed representative work is The Magic Book of High Math Scores, which is categorized on this site as popular science. Judging from the title and subject matter, the author focuses on making mathematics learning methods and problem-solving techniques accessible to a general audience, using a lighthearted “magic book” framework to turn seemingly dry mathematical knowledge into something practical and understandable, helping readers build confidence and improve their approach to solving problems. Works of this kind tend to emphasize method extraction and guidance in thinking rather than systematic academic exposition, and are suited to students and general readers looking for a breakthrough in learning mathematics. Because no reliable public information is available on the author's educational background, professional experience, or full body of work, this introduction is based solely on in-site work information and common categorization, without speculation or additions about the author's life.
Zhao Haitian: public information about this author is currently limited. Basic details such as background, nationality, and dates of birth and death are not available in our records and remain to be verified and supplemented. Judging from the works on hand, Zhao Haitian is the author of Math High-Score Magic Book, which is categorized as popular science. The book appears to be aimed at general readers interested in mathematics learning and problem-solving methods, especially students hoping to improve their math scores. The word "magic" in the title suggests a lighthearted, entertaining approach: the author likely tries to explain mathematical knowledge in a lively and accessible way, turning seemingly dry formulas and problem types into content that is easier to understand and remember, thereby lowering the barrier to learning and boosting readers' confidence. Since only this one work is included in our records, it is not yet possible to assess the author's writing in other fields or to trace a complete creative trajectory; only a brief note on the subject matter of this book can be offered. Overall, Zhao Haitian's writing leans toward a popular-science style that balances practicality and readability, emphasizing methodological guidance and the cultivation of interest, and is suitable as reference reading in mathematics education. More works and further personal information await disclosure in public sources.